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		<title>Digital transformation in logistics with AI technologies Fraunhofer IML</title>
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					<description><![CDATA[Echo Global Logistics, founded in 2005 in Chicago, is a transportation management company that integrates AI to optimize logistics operations. The integration of machine learning into their solutions augments real-time data processing to support better decisions from the production to distribution stages. Collaborating with experienced vendors can ease the transition, provide expertise, and prevent common [&#8230;]]]></description>
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3Jhfz9Lmta49C9DvuwV0t9wmt/as8vHS4NwD4weHoWJuFNNQv1OjY9wJbv3EFd0Jxk+Dz545Q7LPY25yW24Np5HO7XnIBHQD0EL0VeIQ1EnKtd3LQSM56c5XtlM7VTxO62g/cs5OjVIlDkhPPSZRlYGtikpqUpFWUcmOKcEilkY3KMoQUAjk1OSEK9AQlB4JcJCpQG4UZT3JqIpFTD6vF5g9ykUdN+bxeYPcpMKgQoCVGPEi5AjgmEKRNcjAzCUJRxSqclGlNwnkpqAau62NdJK6ONrnuLCA1oJJPkXGQuq3zdryum+xG49I70rXLolM5JWSRyubJG+J+d7XAgjyhOakdO2qe6oa3Tr3gZJx605qR+pVwOATgmpyvJCRikITGp4UKK1V20xkbZKh0fdDBPkyMqyHBRVrWuoqhru5MTgfJhZUTyeazzw6OU9XjSU9W1z+dzndPjVTUlzeb1cAoIZXN52nV5FsTNsYt9Gjc7n/AGuCstnqJ1yvFPT6eaXDd171RUkdQ6L+bdv4ZXq/YV2drpK2KsdTvdv4kbgMrXNqjpwYXKSPfdiNnbba7VDpp26y0OJx04XJtlZbfXU8sNRSxPZJ3QwBkLQxythia2R2lrG7zwwsvf71bZtbYbhTucDjGsZyvMbk5WfTY4wjHazzLamip7fcGw0rdEWgYaOjo/BUytdqq6Osuf0PObECxx6yD0KpXpYfqrPlNWl70qFCDxQEZW05wTXJU1xQDKkaonNTaUaYtP8AzinkakMZpYtLf5mPkVIQlQ5bmZDEFKUhRsgh4r0TsXUrafZ+ij5PRzAXAbucck/evOlpNmNpXWHQ51VE6F5Gtk/Bm/vTkYXHq8e+FI9L0zJsyM9xtumNrV1ve1ZWnvsclpbcqXErerOBnqVBNtxdqio7XhjtsO/i5znHH3Ly1gbfB78sqo0+0Ra2J8jmtdgE+VfH+300br3Wtb/fE46OK+qqSuqLhF9M6GXrMWcfevnLsr7I1FPt2+30fPNaTNGOrJOQu/RtQbTPK1uPelJHnDY+UlZG3Tz5AB1ZyvaoGcnTsjd3QaAfLhLSdie22nY+G5V1RM+7MxMSHjk24IOkDG/d0lJldqyKXR5WfFLE0peR4QmZTgVkaKBKE1KEoDk1KCkVIgSFKUFRFGJyEJyx2IU0p6QhANITHjnqU8U1wVQIKb83i8we5PPBMpfzeL/1j3J6FDCAhGVEAwkISoKdgYlPFKkKBCYTSFICmFRgZzlPTN1Pe3rieP8ASVEAumiGqoa3rBH3FYTXBVw7OCkZycTY+rI+9TBLJFyL3Rudq8eMICkehKrtDmp4TAnsWXJiSNUgUQapGp2KJAFHVN+qTavsH3J+pcr6ps1bS22FzXTVczYfEzUQMn1rOMW+haT5PHrlI3thzWr6g2RtWz9v2EpaWG10UrJYWF5dC1xmJaCXOdxzknybl5g3sa0bto6v6aftWKoe1rDjJAPSV7XsvFa4bfFQ10LmwsaGtIzuA4cN4WjM2uD6H03Eqbl5PP7zsjS23aNkclPLyRIMTM7gD1L23ZmkpaGzw09PG1vNBO7G/Co6gUNyqIuWa6ZtOdMTnZ1EDdx6Voqeop42N0t04H3LnbdUejp9MoybKLaxtdNqjmje2n6hkZ8qpdi9kqeqlfUVFPE/nHQ8xDIHiW0udybVU/JyRt09fSue03CGH6PmRRDgSQFE/Bk9LK7kzxi90klDdaqlmbpfHKQfHv4rjC2nZagp23qKsp3Md2wwF2kg5I6Viiu7G7ifK6qChllECk71ISjKzRzeQJSISZVBJGEr0kYRI1aX90Y/5EZS5SIW1GQ1IUqCULwDVprHZ6W5WdvbEcT+ce6aCDg/v3rMZWm2LrdL30bnc05e3qHWubU7tlo7NA4rLyen7K2mnh2Uhp5Oc2R7n56Rv/2VVLsNbZrn2xUNY/eSxxaCWZ4rsiv9HJZ6elpaeoeQ0NOMAA//ANWhijd2kxrtOrSM784OF5kZSXZ9Nsi+jjZbLfZbfycLed0knJKy1wtdvrrq27VFHy1RTwubBwzk/wC+FdV4kdq1Oc70rLbWXOutdqmrLbGyWqjA0MfnDiTjetuNNs1ZHGC5M5ttVyU9PDZeUbqYTJOAcgZcS1vk359SyqfPVVVZK+srpOVqpTqlcBgZxwA6uj0JuV6eOG1Hy+qy+7kchE5IEq2GjsEo4ICMoARlB4IyoOwCQoQhAwhLlNynRbHApEmUZQCpCjKMqpWQ5qb83i8we5PTKb83i8we5SBH2UMJMJwSYUsdA0ILU4BKrwUiIQApHBNwoxY3CTCcUFqxCGYU9AfrcXnBRFTUP51D5496xkRjK4fW3eQKELpuA01DvIFzAqR6CHDgn6mt7p2lVFfc+RqDTx6dQ4nqXHy7nd853pW+OJswlkSL2Stp4+6dq8m9clRd/wC7b61WGRQu1OW5YUjU8rOye4TSM0ud6kyyVHI7UWqod3lXE4588LiD9MrG6uOfSmVcnIvbN3LoiHjyg5/BbYRSkYW32fQm2dPDab692nTFWNbKw9bsAH3AqWjbylO3yLt7IDbbtRZKGjtdQ2ovVG1sxhiBPNLRlpPDODnHHcqrZ2aSOi5GsjfDNFuc2RpBHlB4Lj1eFqVo+i0GqTx7f0dMTnU7/wBFWMdW5zGuVbU1dG1jpHSN0jefEuKgu0dVE6Sl1PiyQDjAJBXNHFKXCR3x10cTuTNTy0botTujoHSs9tNeJIaJ2qn0NAw3JH4Kvn20sNHUPpa6uZDMzGphBGN3kWX2m2ztN2qGUdDJrYN+vBDSeresVhkpcomq9QhLG3GRySyySP1SSOe7xklMJQSkXSlR823btghCFbAhQhCtls6KNuqVrf8AnBLWs5N+nxJLfq7Ybp8afcdXbHO5u4cVpf8AIa/8jkQhIVuXBmImpy6KChrLhUNp6OllqJT3sTC4gde7gE7IcwXbaJXR3CJzevG7qwtdYOxpdqqVrrtJFb6XiecHSE9QHD0rV0mzlpoX1VPbaXUyIDlZXkuc88cZ6t3BZ+05KjODqSZirZdtoKOo+p0tPK0EZMrwBjPDGk+9ehW+71FRTtdUQsicRwa4ke5YuCna2u5ORzWuYc4J34ytTFcqGGkbDHHysuN5PQvJzQqVUfTxzRcFRNVy6mOd1qh2jpJJrJNyfd4Bb5Qd33q0pRNVVGqRulg6PErW0UDbldX07vzemaJH+Nx7lv3EnyBXDBymkjn1GX8G2ecbZbE1VK/ty2wunhfvexu9zD4usLFyRyRvdHI1zHjiCMEL6qgtUclO7U3oO5ZHarYe33yJ0OlsNUGl0UzBvBzwPWF789NxaPnn2eApyuto9lb1Yah7ayje6IcJ2NJjI8vR6VSFccotdkFQEmUBTsiFyhCTKFFSFKkKgEQlKROwIUEoKa4pZLHJpPPQHoBaqikFL+bxeYPcpmKCm/N4vMHuXQxTyGOSpEAqF7AowlQqBEYSgpcowhhamlPJTCUKIVNQ/ncPnt94UCnox9Yhd+mPetTIzo2gpJqOtbHM1rXFocMEHdkjo8iq381jneIrT9kEt/KsOnwce8rIXafteldp7o7gphuSMX0ZWUudUOd1nJU8LtPrXMQ7WugHTE53dYGV6cFwcknZ1hKe4TIntcxrusZSuPMWTMeiDRDVZbI3uCOGQQfKkr4HSRPa3paQPHuRSu+uyt+2wO9W5dWEQs9z7E0FQ2iivzY9LqumjLtW/n6QHfeD61bbaTtddWyaWsdKxuvPA4GM/cF39hGHtrseMp5NT+12tkhz0NcSCPW0+tWW3ezfbFshdM18HKDVC/OCW5XRqop4rOrRZFHNyeQ7S1/bVXDa7bznSuDCegn9wWtstDb7Haom11dRUVPFuc+eoa3eTk9Oc5K4KfZ6OwxVV2qGtlqoonmDOSGDB53lXzzc6+4XqtfVXCqlmcXkgEnDRngBwAXPgx7Ibv2bdbnU5bYlx2QbvS3jaurqKNzXxbmB4GA/G7I8WN3oVTbWO7Ya5rlE2FredpXTSiRr9TW8VHycibNZQ3OSOJsbtLse5WtLWU9RzWu0u6isiJHNYinqZI5WSfpD071oljNkcjujbkJEpSLQkbuxChKUipS02Y/pVmr7JT9qR/Kf6PJj3lR7M/0szzT7ku05/lD/ACD3lc7/AJSebKwphSkrS9jixflzaBjZm6qWnAlmyNx3jDfSfcV0rngyRrOxz2N6W4W+K6Xx0rmy86KnaS3m9bjx3r0+2WW22mJ0Nvo4KWI4yGNwSfGeJU1K9sbGR6dDeDQPIumXuNK7seJJFKW7F3JSzNbqETSR4zhZy17QWG0vbb66u+uznlZcRPcAXcAXAYG7xrX1LGti5PrO9ZHaDZSOoldNT6Of3QI6V1RxqiNlBtvapKW6suEMetoaWygDeWZyD6PxKbRU0bdEze4IyMdIVmKqsp3xU9wa6aGIac45wH4p9S6lpaRs1O5j6KTcxw36T1eJeZr9K3+cTv0mZfViVVY230XKNbqe/c1o4krabFW7tGzs7YdpqpzykxJ3l56PQNw8iwlJC2nfDeK5rpeTINPT5ALz1qW9NrtqpWduRtiiZujp4t+PGSeJ8aen6Rp75E1mfc9qPXA3SxUlvLvyhM2Tuy52k/o5OFQ7LWG5Uelv5Qq6eIcGCUnd5DkBaOpZyNXSu1Oc480k8SvTlRxHVVUtPUU7oZo2vY8EEOAII6l5Ftp2JHRvfVbPzc0ku7Wl4DxNd+9eyFqmjbqZpWicFIUfId3tldaa11HcKd9PMADpd0jr8a419P8AZA2NodprU9szWsrY2HteYDBa7jg9YPAhfMtXTzUtXLS1DdEsTix7T0EHBXFkx7ejFojyg8UqYVpMaFShNylQdC5SFIUBCjSU0pSkKvRBEJCjKn+hZHS/m8XmD3KYc1QUZ+rxeYPcplPJWOyjKalTgpIwpUwfopzUIhXJCErkxxUbKDimFCTCjdgUBTQHS9niI96jYladKxBfbeH67Tu/+yPeV5zd6jlqh2l3NG4L0DsllzYoXd8YD715dq5/OWekjcbNWXhCxc56kHcOb17lzPdycrZO8I6OhPkqGti1d0zrHQvSicrEtc/KU74++iJafWrCJ2piobPI2S5V3J9zzceVXdMOZzu6V7DRDKOTusLvttc37s/gu4Ljr28+nk4aJh6ju/FdrAolbCPp/wCTax1RsZq70MMefGHuOPvWq2pa50raXS13c+oHgs98l7T83Tv/APRJv9K00MkNwvtXURu1sgcIvFqAyfeu9RuNMw3NMxm3Vs7X2Pu1dVOczRTO0+I6Sf3L5bipof7tvqX1b8oOsbR9jeWNvdVczIh4xxP3BfL3J6Vo1HDoyiuLOWeCNsTea3iFIxrfstS1OnthkbegElRVknI075OofeuVmYlRJG3V4guTluT5Fzuc3UHHyZUIDuSZG7u5Dv8AJ0oqBykrWt7lgwlcCL5PSI5GyRMkb3LwCPJhOyuO0FrrZTua7U3kh7l1LiZ2rgMoQEFRlLPZj+lR5p9yNp/6Q/yD3lLss3VeGeafcn7Ws03X/IPeVo/7TEqImSTPbHHG97ycBrQXEnxBey9jK1SWez6aiPkqqocXvaeIHQPVv9KwPYxqKen2ridM3nPic2J32Hcc+oEelerYkazlu/jIeOnIzvXoafHudmXRf1TnNlp9K7aiRrYtX/MrOXO4t1xSRu5pIwD0FWTZO2JW6u5G/wBK9LaRMmBdI/8A5uUwi5ibBzXu1N1Z4LsA5ibqMijutt5aHU2Nuvp3cVR2TZxtVdZoazXFb34M7WjOpzRlpx93j3Lbu0tYqyx3S3zXCtt8czXVUWJHMwchpGAc8OIKqalwx10VdDszM6V01Q5rXHvjvdjq8SvrZaaehfqbznHdkgcF3R9wnhRy8DyPYOeuS+jTTsm75hyuqNzXP098m18fLU7o1j2UnL+Uihc3nawDnxLpjcqa21Le0qeN3dRkxHxkZ/cu5s+p7Wta5zuk9AHjV2+SHVVHuV88dnSwOt+035Uhh00teMkgYAkHH1jf617/ACO1atO9o6esrG9mK0OuWw9W6PTytIBUN8jeP+nK0ZY3FkZ83IcglJnxrzaMUGUZQkBUApTQe6S5SEoQQlNKXKRyqZRCUiCkU6HRHR/m8XmD3KdQ0f5vF5g9ymUa5DFCAkSlCitKcSmZRlGBxcmudqQmrFhgUqEKMCtSlyahRhlv2VJWtoqR2rnPhx7l5iI2u75bvsq1DnS2+n5u6lDz15Jx+CxDGtcujSR2ws58kuReQ5mnvVwVLGx6uTcN/engrNjXdz3q5quKFzOd6l20aLKfZgaaus73n9HBaaEcxZ7ZprfynVt06W6t2VpGtaiLPsirW6qc+Ih3qIK6GFRzFul3kKdBzomeNo9ypgj6g+Tu7k+xo2Pnap6iXGDjcHELYWyKnp6WaSGNrNczgcdJBxn7lh+w0e0ex/aY2u5z2zVD+jDdbiPXuWotUtVJVQ0rdLoo2h0hO8mRxz7t/wDmC74fUwfZjflRy8nspZafvpKl59AaP3r56eva/lT1bpLhZaXVzY2SOx4yWrw2pm0sd6ly5ncjOPRFCNUr5PHhct8l5Ona3rdvXRG3k2Ki2rqOTp2N1OGs4WmSM48j4qnlHudC3W7GhvUBnipZBJCzVI7U88GjrXFQRSNpWOo+e3pJcG5+7KmfDUSae2JG6Qe5Znf5SsTJLk3uyT9Vkhd5R96tiVy2eCOnt9PDDp0BgwRwORldS45ds7EgQShCxKWuyTv5YZ5rvcn7YO1XXU3+6HvKh2Z/pVnmn3J21I/lBvmD3lc7X90lHTsJE6baWn0tc5rGuccdAxjPrK9pL46d7I5m/RSN0+IrA9iKKGOKWRzW8rO7AOBnSOj1716FcoO2qTkdOlw3tPUV7GmjtVmRFeLO2uYySnk5LntOMZGAuqYupXsj6zhQ26uqpqJkccbGck7TKCDkgdXUuKGtku1Q91Ppe6KYsc1vFpHEFYT1Tjl2eDtjplLDu8mmoXNdznOU/Lt5XSuSifR0sX1zXqxua04OU6ljm5XlpI3tYd7SRuWePUwm6Rrnp5QVslu/bDrfL2m5jZtJ0FwJAON2VhuxnJtFJcK51+t9C2VkTWuqqVxAedTsDSRkDj09A61uK+eOGJ2p3oC5Nia/Ts5cpGx6oq2pe7eASGxuLAAeje0n0ldf+jmLiA8xvkU7WtVXSTcppka52n7JVhA/V3ywMkD43NqGzN6PcpHu5RjZG9yRlI964XVHasvIu1clJ3P6JWUUGUNxq+03vbq0uNSGtHDeR/wq7oanVFqbqa07mgnefGVm66CnvW0tJS8s9stPqnlaMDJA0gf6vuWlpKWGlla2SNzHcA8knH4LN/oxSLFrtMQ/4FXbRVUMlnq4WyNf9A/VjeO5KWttkzudJVSvad4HQqmqpXRwyx6uY9hb48EYWuStEbs+ZMpM6Xqaqj5GolhdzXMcWkHiCCoCvJn9mYASglIEqwKISjKRIUSHaAoclTCnQAlJlIeKQqkClH1eLzB7lK1RUx+rxeYPcpQVGZcipQkBSgqUAARhJlGVBQFIEZSAqPgMUpU1LlSwLhCUJCsaBF2TpWzXWh09FviB9bj+KybGtb3KvNuZeWusWl3NFLE0+LmhZ8VDYWaW89y7tOqgcmThnQ3UoaySGnidJNp3J7JXO73Sq6va2Z7nTO5ozu6F0N8GqPLK+xTcpUVFR0SPOB4loI3amLNWVzWxOkb0kn71e083MVjwjOffA6qkc2Jzu5bg5Vpbx9Shc77AP3Kguc31d/kPuWv2Mo+3quz0bu5nfEx2fskjJ9WSi7MfB9DWO1Ot+wlJbXVD2TVEMbJixxDmM4nBG9aLsdWaajtUTqi4VVW6Q8vys2NYBAwCQN+4Deo9noPy4+oqnNdFS5MUBA3lo6fWtFZC2G3tpXc11PEYyOkYO7/SQV3R6MH0fPvykKps22FPG12rk6Yfe4/uXkc4a6oY30r0js6Oc7bN+ruuQb6sleaxnVK93VuXHL7GS6JZDpYs7eg2oraeHusHeOsK6qn6YnKhovprxNI5rXBmAMjOFgzKH7LuGCNsTWtbzRwHQFHVlsbO55q6Yy1rOcoK9zWsb41DKzaWSohqLZDyLtWhoafEQF3hZ3Ydrm2+Zzv73HoAH71oQVxSVSOqHKAhCCUZ8axRmWuy7dV1Z5p9yftY135Va3TqcWDAHSclN2Ud/LDPMd7lprNTUNZ2RaGG4Oe2ExEgtA3Ow7BPp9wWlc5khE0WzNtdQ2Klj5PTVRYc5wPTnOPvW6HJzU7JG9IBVdUUDaf6OO4U72g83nDUR4wnUMvacT+2HO5Id9jAC9yDUI8myMbdHJSXSnoaiopXadZcTk7sqqobp2jc309tp2tfO4yPww7yeJJWdu9Vyl1lqG85urI8YXdPe6iqYxsOqJoGDv3r5jPJzyuSPocSUYJHokcNLS0ja64VDHTEZEZIJB6uKr37QyTSt7YdL2qDuYzisLBcJppWQum5VzOhxPBWz66SSF0ccf0seMYHALbhclLgwyyW12W+1VS5tq+ruc2onPJwgjJBIO/0DefIrPY8w23Y+ipXSanMY7jxOXE/isLSXSqqq2Woqmv0wAxQ808c84+Xdj0FWvalZJaoJoah3PAPJDcQCM9PlX0MbSPBcldmplkbUPb2vI1r84DQd5VlSO5GKJsjtL3gkg9ByvP7e2ahq2VjoZmuicHanOB/FaaaeS4MdVU7mvdECXDVgkccgLkz5JQyxXg7sWGMsLl5NGZWuYqm6zamO8W9VpuszadtRG3VEdxPUVy1NxjkY7naXYXo4zz5KmV+ylW2Tb2uqJHNc3REwO4YOT/tv8S9WkbHJhsjdTfGvDdlKjln11RztRnDc9eB/uva7NLJXWSKaaNzJdO8EY3hYzyJSosYSatD5aiOlZp0ue33BV1yrYe1OUhp4t/EkAruB1amuVFdmNhZL9G7Q8Z8QKjMGfMu0b+U2guEnXUyH/UVXkLouEnLVs0323l3rK58rysrubMOwASuKQFBKwAhSFKUgRF6AppTnFNVsnYhTHJyY9EUKX+Yi8we5TKGm/N4vMHuUwCxkZMEJChSwOagpGpCg7FQm5SqNk7FShNynBY9lqhUhRlc1yqu1aflGt1OO4dQKqVsN8FFfZu2Lg/nN3AN49AAC4RG7vWud5F0sGp7pHc5xySmVlU2Fjmt7r3L0IKkcUuWV1fU1zfo4aX0lwGB61Wkzc7tiZjG9O8FQ1zK6oe52pzvSqqoZUUr2OqG8wuwQTvKzb4MoQstqVzWxc1vNyceTK7WTuazmqW1iGan1Na1zcJeQj1/giMXyQTNd2u5zl6Z2HKCou11pI6fU10dP3XUSNOfVkrz98XKM0r6W+S7sy2G31FZVRt1ERsBxvAIyfuwtmNW7MHwj1SyxNo6SGlh5rImhjR4gFJcY5LXVsm/qpWiN/VnJwfv0+hq0lPbqeOb6FrXNzxwqfbmmuU1iqI46qnhYWkEvaAAPEeIK61O0a/J8x9nV7Xbd1GnoiaPJxXlcUumV2rpK2nZBdNHtBVNqqztuUA6p85Dx0FYKcubzlxz+xsSFvFQ2Olc7q6lSbNzOBl5ZpD5HE4IwSpNoJ3dpN8bgPIoqauqnO+qxuc0cT0Ba7NsVUKNEDq06nafECiqbq0uXDTV7mvb25JDp6QxpJ9YXdE+nqGO7Xm1dJac5CyZguGbLZtjW2eHT0guPjOVYlcNi0ts9K1v2OjyruK4JdnZHoUFIQgIyp0ZFrsr/TDPNd7ltbLR0tRfXuqI84YwDG4nedyxGy7v5YZ5p9y11NcI6G68o6Nz8AOwDjIwQteP/kIxXB6hZWQxs1QwxU7eADWhufL1rH9lfaHk9o7fZ45HaDA6V+DucSQAPuKbR7Tw9pS0/I1GouDmuyNx/cs3tjSyXaoiuVK5vbdO0tDX4+kbnOPL1L09RFyxtI6cE1GdshJdJzu9UZlc3U1rvV0KsqZ65tI7lKeWnaBk68NB8g4rislwa2t+sSN5KQ6ck7gV5OLSSvk7Musr6mipKlrXu5STS37Q45V3SXuSlt7o7fTtfPK4RNcd5c49fi6fQqLkXU9zibyLZqWU792dC09jobbWVr6qFr4YqcGOEtONT+DneQdyPSvWxaeEF0ck80peTSRWZv5K5recGYLjxJxxKvbJZI/yFSum57uSGd/iVILhUUtO+lrGufERunA4jxhXdLfaGG2Qwuc5uIm8R0YXTFGghrbJT8i90bntyDgLEyV9Ra7n2vqcxzDh4+0D/st1+XadzPo43y+PGAs9tZQx3prZoYeRqmDAeXbnDqP71y63TvIk12dml1HtuvBa7P2qSR75qeqp30ku8wOzkA9SZdtjrpJK6O3uh0v3gyOwAPevPae6XS01fa7pHsczcRndhaG2bZ3KHU502vqyvL+XqcPFnoexgyctEVrsVy2NfVx1VVFVcvIHta0bmHfnj6PUt3s7dZGvp5prhDUQyMw5ocPoz/zcvObvtFJUaXVzZWwyPDXTNGRGSeJHHC2dLsC6lY2TV2xrAOrWNJHWMBdOjk8s9+Ts5dVJQSxw6N3LE2aLlIXNc08COBVTemx/k2ZszeDHe4qks9BtBbeVdDG+lhG8NMxePQ0ahhd8df8AlRj6OuhcyZ4LMjID93j4L1WedKJ8qz6eWdp7nJx61Eu2+UbrbeK23uc1zqed8WRvBw4hcS8ma/JmsCUJAjKgFSOKVNUAhSJU1UCFMcU9McFL5HQtN+bxeYPcpQVFTfm8XmD3KVRvkyDKEoSFYkYoSFASEqdFQiXKCgJQsUIylCFAgXFff6Pf5R712rlujdVE/wBB+9ZR7JLooo2pskUcndNXQwcxNdHzF6CdI4Gmivlhj16Wta1ZTav89ZD3oGfStlK3k2Oc5YjaCTlrk53UMLGTNuJ8lrs99DT6evCtBzn6Y26nHgBvyqiyNkki06VoqWGSPnU/NlwQ06cnJGPxWS5RH2Wex1qddr3S0rWudFkPf5n+/D0r627F0P5Psj2yNa10k7nEDo3AAeoLyrsU7NR2O2ROqNL62UN5V+O5AGA0eTC9x2esro6dsmrTDk848NXSF244bY8mifJoXVWmJrYXMidje953ALP7UW6hrLfK6qkmrtw7rIYN/QFfU1BTt+mc5krujO/AXNd3tkp3t73B3LdSow6PkPswWqOjuEzqdrmtzgDqBC84D4ZGaXc1ezdmSHlquq53+xAXgtzc6n1Od3IXFl4Zvg7KzaSWF1Qyka7mtOXFd1jq6fm0sMbuHHrKpJ9Vwq2Rx7nvdxWttVqjoWNdG3W/Ay48SVpOiVKJbR0jeSa50bfUNyhfBHHLqa1rV3sc7Q13enj4lXXOV0b+b3P4pZp7L3ZB031uF38wHBzeoEg5/BaBVmzMXI2eF3fSDWfKVZ5XLN8nXBcC5SIShYmVFnswP5VZ5p9ysL3U9q3tju8MQB8mSq/Zn+mIvNd7lNtf/SDP/UPeVzp1mslFxDJG5jXRu1NPSnVFyhp2O5SRu7o4klY5k80fNbI9reoE4THvc5+pztS9FagtEu0l35SJ8kjnMi6T1N4n7gn2WmbeLZFJStdyT+BIwRvx+Co9pDH+SqhsmrSYXcOIJ3D7yrrsa32zx2Knp6eoi1siBmYXAOYc78jjjOVYPcyGptVS6jiZZap387kCodxjb0n8AvQrTRU9PTshpW/RMAA8gCwtubHWPfVVTWtc/uRjeG9A/H0rX0hqrfSNkh1S0uAdHSPIuxBOzUVFPG6kc5zXO3cB0q2pbfT11kpuWaxrNDSObhzcDGMrHxbRVDadzoYWVcWN7QSHt9GF22nbanhtTWyUr2ODnDTxwM5/FVRbK2dtfbY7b/WOfEd4d1LHX7aDk9UNHzuILuvyK3rNs3VD+Rp6XU3p1AYUDrzT9rudUWeklxv/AJsKu12FLwefbQ3KRtJLVOjdK+NpdgcSB0LjoNqLbzWxyOfLgExBpDgMdOQtRdLva5GO02enZkEFqzklJbai5tqqelbSzvZyZcDgEZ3eL0rg1OmWTlG/HqHALvcbpVWyndDaaqKkq3aYXvaQXu4D0EkAL6Q2brm09npaeaTW6KJrCc5yQAF41svZI7b9Jyk0z3gc6V5cPRnctRRXntNjY5Gudjp8WVtwaaMFwapZZTds9QFdDJzdKpdp6qlhtU7m9DSRgDIPRhZyk2ot7f5yGqHUTpx71RbVbStdSVc0fNiZE7Gs5ycHC6VGiWeJXuq7cutXWf38z5N/WSSuNK489NK8rI7lZgKmoSFYBjspCUiFQISkCHJqgFKalKjKAfTfm8XmD3J6jpj9Xi8we5OLljPsyfY5OUWU4OUIOylTCgqFQ48EBMShAPQShqQ6UAqbNHykTm9YIQCmVEvJxPk6gfci7RGUMUzW83usH0J7pmu7lVkepz9OpdnJObzW+l3HC9FdHE+zjvjapzGNp+5OcklZbtCbt1sdQ3nE+sLYGDS/lHOe7py4qgvNT/KHKNc1uG7tXAnqWLM4N9FvQwNhY1rW6Vr9hTbY7h21VSRPlgwWRaxuPWQsNXVTqWlfpkY+beGkcCR0+RQz2uqtezVsvEczmzVkz3GUO3DcObuPHcSs8bp8kcWz6Y2enu12lida6eHkhKzUXvxqGobhuX0hA2P8m9px6Gs1F4BGcEr4C2Y2p2uo2Urae9TQ65WAlrmk41AdIzwWtr9ttqo2Pb/1dcmu35Ie0EjHkXY5xZq2s+x5oWw0+nlmNwOsBZe8V9PC8tkqotPnBfHFw2uvE3Nm2gvU3Tvq34z6Cq2Xam+aHablXN86qdk/flZe5GiLG2em9k+sjdc6tsLmvbqJz0YXil2ijrKR+mRrnMJzpIOCq++z3KqlfNUcs5rzxcScn071w0FRJDM2NvCQhpHXvXPmmn0bYY3Hk6tmaBzbgZpO83N8ZW4pIHf1jUlnoIYYua3ndJK7ZIXd013Bc6MpSbOWol71rdKr3MdVStp++eQAp69jo3uc3uXn1Fd2ylLylQ+qd3nNb5UlxGxCNs0cEbY4mRt7lgAHqTyjKQlcXZ11QuUqQJVbBa7MH+WIvIfcpdr/AOkGf+oe8qHZn+lYvIfcVPth/SEX/qHvK5n/ADEKRIUZSPLWsc53QMldNFM3tXVtjiqpHdxSQcoR0F5yGD15PoC80p6iSlq2VVPM5krAA13VgLTX+tmru2IW6eRllDyMHJwBjPizk+lUnarWs50a3Q4Mej0jY3smNkZFT3h3JSj+txzHeXqK912I24sNdSRU9RNFp72VrgR6Svjmoj5PuWptO7k+dDUPhl6cOIPoK6o5VXJD7vrbTa6zTNb6hrHP4OicDlNoNj5rhT1GqblpYnAEAgEDxjivi20bXbVWOobUW+9VbCOgylwPlB3L17YD5SF4tdQ6TaKjbUN7X5JpphjUdWdRBPHG70rcssXSL2e2OtzbXqjkpdL+sggkekKpraiFsrtTeb1DCyk/yl7DWc2a31Ds8WOiDs+srin7POx8j3f/AE3VSuPUAwH/AFLc6fJWi8rG0s0rtULdPkwVylln53Ol1DqWarOzdY9bu1dj5XdWuYAfdlV9V2aqiop2wt2VoYmg5AMrj+Cwe3yzGjfWq+R0720sfKys4AHiFY3Fld2o+ukhe1kTS9wA34HSvJaLsn6pdVRYadnDHJPOfvWsh7K81wt76GnpWfSwvjPKgZaMAdB38fuWieRRQiWP/UNHo1dsN8hzlZ7aS/Ormdqwu+rg5P6RVCecgrlnqJNUZMQlNTsIIXP2YiAJHJya5DIRNKdhNIVtAE1yUhNIUJ2NTSU5NKAWA/VIvMHuCcCooD9Xi8we5PUl2zPgeC1IDz01KsUCQFImtKcCpwQAU5qaGJ45qooMppTsJAEsggXHfH8nbH6fEPvXaq2/n6uyPvpHgKx5kR1RnI43OrS13eHoOQdyvYQ1zGqvqS1tbLpbpy47sALsppF2pqrOZq+iSoja6J3NWbulM2N/KOja/fuaRkErd0VhuVdVto46d7Zn4AjLTqOfFxXp/Yw7BP5U2yiodtqGrbbZKWR7JIJg36UYwCRnG7Jx4lq9/GpbbN8NLkrdXB877OWWq2ourqOlk+saclmklxGegBfQewvYPvF42ShtNdbZqmmZMZI5+XEbWuzv5uk5PR3QXsGynyatj9l9s6Hai03i8MqKOQuET3MLXtIwWOw0HBC9Y2YtVHYqF9DS1D5YjKZAHEHRnoGOhZzyXw+DOGKuz4i7OfYnquxz+SrhC1rIZC7U1ri4Bzclu8k9S8zo7Tfr5UNjo6GrqX8dMEDpCd/iC/TC9Wey3lkTbvbaS4NhdqjbUQtkDXdeCOK6qOmpaWJsdHSxU8Y3BscYaAPIMJGVeSyxRfJ8C7NdhDsjX6VrY9ma6lYcZfWsNOwDry/BPoBXs/Y7+SrQ0c0VdthdhUOBBNFRZDD4nSO3keQDyr6ZOvV0aVzVtfT0Y+mk52Mhrd5KSz7fsZwwq6SPiH5T3Y1t+yvZFfJQ0LIbZc4hNTMaNzCAA9g6sHf6QvI6jZ6npXw1jaWbuwG4aSCT5dwHTlfoXtObHeqijqLpb6SofTFxpuXYHlhdjOM7s7gkkp6PtXnUsLIju0FjcY8i8/N6jsdRVndH03cvy4Piik2bqHbOPu1K51Q7WGtY1vMAA3lzt+OIx171V1DZofo5oXwv6Q4f8yvtaurrfbaR8MMMLWHjGGgNPoXzN2W7X+Uts6ehtMLWNqWOlwzcyAggaj0AHh68Lbpta80qlGjm1fp3sQ3Jnk90qPpWtd3JOFqrPT9r2+KNzdLsZPlKyrooaqr1csyVkUxZzTlsjg7T6s78ra5XRmfg4cUK5BCAhaDcOTmtSAO+y5Ll3etcqgWezg03WLyH3Kfa3+kIv/UPeVBsw/Te4eW5rcO3ncO5K6Nr5WuuEPI6Xt5LeQRxyVztf3UQpMLMbVVsznvoYZNDABrI4kno8ivbvWOo6RznN0vfuZw4rJNidM9znOc5x3kniSumuSNlTHD+ilkp9Xeq5FHp5yDC1qzuzEy9VQSaHaVT1FHI39/UtvNG1cc1JG5ZJhGRha7W3lOb4+gq9pqWl5JurQ536XBc9VSto6trtOqB53g8AetTyOo9H83q8iyDEljo26vpmM8wBc/L07ubTtle77ROAoJ28o/TTw6G9ZXTQ0XJ86R2p3Qq2CaGCaT+cka3xAb12sga3vnOd402MNa9Ts5yxsdDC1re6dp8q6rRO6nqGzR9B3jrCr54nSVHO7kKTnQ6XN7lO0Eb+nkbNE2SPnNKlDVSbJ1beSmjd3OQ4eI4/wBlfNma7udK0NpGSGFqadX2VNyn6J9DSUgc7+7l/UKm5AiAQ5rvsqV3LeDzfqFIW1Tf7LL6W496WCENd9lDmO+yp2xVju5o5Xer96eKS5O/sbvS4fvU3xXkHFod9lMdHIrA2+5O/s7R5XBOFquTv6uJvlf/ALKe5H9grOTkSGKRWxsty/8Ax2/5ifwR+Q7l/fQ+olT3YLyWijp/zeLzB7lInUzG9rxeYPcpCyNbH2UjDkqeBD/wpxdD9lvrWLKRBycCgy0/6H3JO2advfM+5YpkscHN+01BKaa2n/R9SBWx/pfqlBY4HzkrWud3rvUonXBre9d6k3t9v6X3JZDp5N32XKjv7ndsRd7o3g+NWjap0n83HK/yb1S1VPUXitdybuSp4iYyelzhx9A9624Y3Ixm6RnrpfKelfycbXVNR1A7gfGVb9jC+mO7VdRc44uVEWqkGNwcM7vvHqVlS7H2uPvXPd0nhlc94slPa+SqqOF7nseDjOV1zjcdpjhyKMlI+juwlBSw0TbhM3XX1buc87yAd69KbtE63y6qinliYCAXuGNBzuz1eI9K+buw5ttDNSfk+STTNTYB34JAO4+pfQlv2x2frLe2lrponcozQ8PAIcMcCCvC1OCcJWj6fBNTimmei2raOnq6JgfOQDwkaM7vGr6lbBIwOjdyg451ZWT2IsWz1VZaastsjnN06XaX5aXDmncc43ha2go46PXybideM56F2YcWW1v6PN1Ps29nZ1AJUIXoVRxiEZCqzZ45BI2eoe8OeXDDQCATwz0+VWbnNaOcQPKuaouFDTjMlRG3/MsJYI5O1ZVlePp0R0Npt9E/VT0rGvIwXne4jynesF2aLnDY4aKZrXsdPqG4DQdIG7jx3hWO1HZY2H2dB/Kd+ooXb8NdKA4+QcSvAezr2aLDtxaqW07K65qinqRIalzCI2sLSDx4neCsp6VOFUXHrNmTddlVtVt72v8AnFRz350xNyXH0LyXa3aTaqop6+SjjdTvr28iS0glsONwJ4h2fUrCmp9MrqiZzpah/dSu4nxeIeJNrWamLXiwRgYanWSy8Hnuw7KinqxQ1TXNaJQ4Z4DBGV6gaqFv9YxvqUGxVnp7ltRRUszYmuLyAXDcdx3FewRbB07e6ktrfI3P4LRq8vttI0wbkjyQ10P98xK2ra7udTvICV7A3Yylb/aqX/LCUO2Vp4/7ZzfFDj8Vy/KvwbKZ5LH2xJ/N08zvIwqVkNc7m9o1XsyF6wzZ6h/vqh3kaB+9dtPY7bH31W7/ADNH4LH5LfgrR5HSwXClmbUOt73t3gNcB+K7bjartXNiqu0e12BpG9zQOPlXqj6C2te1rqF78dLnfuWb7KldS2vY+okp4WMqJSIYeeQQSDlw68BI5pyklRhtrk8JvEzqq5yt1amQEsGDkEg7z60kLdKjp4dPdKYLvZr7FeVzSPT5ZWt7p3rK4qiXUx2l3qRICv5yicVCyd3nN6xxCiqqlrWd0qkFdnNdBy0Tmu/4VmIquTtgw+PCsLrXOax2l3OPDCpqJjuXLnNPDiR0rZHhcm+OKTV0ammj1Ma7rC7o4uYuC2v1U7fErSE8xYWaXwRPbyfOSRvc166p+azmt1OUDInd813qWV2GKFKwd6mSNdoSUpdrbqUbJZ692Gtm6eustVVOmiify+jnNycAA/it+3ZKlb3VY30Rf7ri7F1hmtvYstt+1cyvrJWkHdgjcD5DpPqWiEjdHdNXlzbcmzeolYNlKHvq5/oiH71yXaz2uhYyNs1RUVUp0wwtYAXHr47h41oW85VWwtwo6i8XC+VDoaioilNNQwOIOhoHd6ekEklIpvkxaoW3bINjpHVV2uUVE4tOimEJkmf1bgQ1v+Y58SrJbbXRv1QyRTN6GzMB3egBa6WPlOc7ujxKj7Wb3yu+jKmYippeTf8AXLLx7+n3H9yko2WvXpc5vHuKnVGR6Ru+4rZGn/SXPUW6ORml0LHegbwm9PtE22U5gtMfOmtLtP22SmQH1b/uXVDDYXfzNLDr6i459RXRT2ajj/s72f8AplMZ+7m+sFLNadWn61raODamHV/rZv8A9Km2EuglRF2rQ97Q07f8qQxU7e5p4W//ABN/cpTZ65v0kLZXN6e1ntnAPmjLh6guaVldH3sVQ39A6XD0FFi/ReDzO37FVElPE7tzVlgOA0nG7yrrGwUzv66Z3mxFefwfKO27ghZGyhsOGNDQe15ckD/5ErvlI7du7qgsPsJv4q6pYM7fDJtPQ29j2R3e1bvHyQ/cnN7HMn9zWu/ygfgvN/8AuN25/wAPsPsJv4qa75RO27uNusPsJv4qx+PnfktHprexy3vqOqd5XELupuxxG7/x7/8ANOf3rx6T5QG2cndW+xn/AOGb+KnN+UFti3ha7B7Cb+KsXpcz8hRPbY+xvC3/AMbD5XTA/iumPsew+C29vlIP4Lw1vyidtW/+LsHsJv4qP+4rbX/C9nv2eb+Ksfh5v2Np72zYKnb3ttb5G5/BdEexVK3uqqlb5sS+ff8AuK21/wAL2f8A2eb+Kj/uL21/wvZ79nm/iq/Cy/sbUfRMWylDD/atTvFEB+K8culspbTdaqho5HywxTPAe7GXEkkk48ZKzDvlE7au/wDF7P8A7PN/FWVquyXfaiolmkpLbqkcXnEb8ZJz9tdOkwTxSbkYZIWuD1KNQ1zWuicvMG9km9t4Ulu9m/40yXsjXuTuqW3+hj/iXbZqWKSLKrqKjZ/aBtwoea7PDocOlpXq+z211rvD2Q0tZEyYgZhe0h4P4+heA3LaetrmBs1PSNwc5a1wPvXC261DXtka2Nr2nIcMgg+tSUIy7OvDlyY+D9FPkz3Dka262uSo1cqxk8bSCAMbjx8o9S9qqK6lp2app2N9K/K7Zfst7cbO3Bldbbp9LHG+NvKgvADsZ3E7zu3ZXa/s39kea7RXKov0lQ+JxcIpB9Ec8QWggEFbIxilyyZJSnKz9EtqeyxsTs6x/wCUb5RRPZ3pmGT6Bv8AuXkG13ytdk6HXHZ6W4XJ+8Awwhjc+c8g+oL4mum1lVcLhUVz6ChgdO8vMcLHBjSeoFxIHpXEb1KeFPAPID+9a/ca6idsdPpHFb8jv/R9H7TfKl20uUTvyTb6Wg486UmV2PuC8k2k7Km3l+c78obTVzmknmRP5JvqbhYc3io6I4vUf3rmFY/Vq0M9RW2OWVfo8/Lggpv23aLundNWVDXTSPdrcNTick716hYqSOnp2xwx6WDp6SV45Hd6iPGmGDd+if3q/puyFeqdga2moHY6XMfn/wDZJT3dml4n4PWw3mKOSPUxeXfOXffBLb7J/wAab85F88Et3s3/ABrWuGR4ZM9a2SbJT7UUMjub9YZv/wAy+gnQal8TQdky+wyskZS27UxwcOY/iP8AOtu35TG3TeFn2Z/Zpv4y5dVhllacTdii4KmfUYg0p5hjcz/+r5Z/7mduf8H2Z/Zp/wCMmn5S+3P+D7M/s038Zcb0WQ2n1MIfstTxE5fK7flMbct4WbZn9mm/jJ3/AHNbdf4Psz+zT/xk+FkCPqJ0WnumrwnswXelum0sUNHI2WKki5MuByC8kk+rgsi/5S+3Lv8Aw+zf7NN/FXnlRt1d5qqaokp6LXK8vfhjgMk5PfLdg0soO5Guab6PQms5i5ql2lYf/ru7aNPa1D+o/wCJc8u2Fzk7qGk9DXfEuvYzD22ae4VMjXu0tY7xFccVdT69POgf0jO5ZmTaGtkdqdHBnyH96gkvFRJ3UcPqP71dg9s1dTO1sumHxZxwPjSUtvqKyVrXatJPDpVLZdqZbbUcs602yv5paG1TZC0Z817d6sJdval0vKQ2O1Unih5bA/WkK05oZKqB7Xo/wceXfrLaNZSbK0ETOUmj1ygZ37wobta4aiidDHG1rgMtwAN6zLuyDc3N0mlpf1XfEof+uLh0U9N+qf3rzvh6htNvk/QZf1D6A8Txxg0mv/I+nZJTy6XN9Ct6TlO+b96ytRtHVSPc4U9O0k57k7j60se09wj7mGm/Vd+9epGEtvJ+XauGL3Zey/x8G+o4+Zzu6XZyLXM7leet2yubf6ik/Vd8Slbtxdm/2ei/Ud8SyUGcrgzaT0n2VxGldHLzlmDtxdnf2ei/Ud8Siftlc3d1T0f6rviUcJD22faNuuElZ2P9mrLSw8jSUVEwkZ/nJS0Fzz6SfWn01JI3uucvmKg7P22NHSRUsdtsLmRMDGl0EpOAMf3q6B8ovbX/AAvZ79nm/irilpcrZvs+l7tL2raqqq0/zUL3+kNJWR7HltkobhSNkcx7pKV83NdnDdYYzPUdzl4ddOz9tjcbfPQzW6xMimYWOLIJQQD1ZkK5bP2b9q7XMJYaGzSubCIRysUpw0Oc7okG/Lit2LTuMJJ9s1Si3JNH13lrWdygtj0al8rn5Re2v+F7Pfs838VN/wC4jbX/AAvZ/wDZ5v4q5/h5DZZ9T4j71KxmpfLDflFbat4WvZ79nm/ipzflG7bN4WrZ79nm/iq/DyBH1I9unvdSfG3Uvln/ALjtt/8AC9nv2eb+KkPyjdt/8L2e/Z5v4qnw8gPqOaGPXq74cD0grlmDuVdJyznPO4lxJz618xO+UPtq52r8m2H2E38VRv8AlBbZO7q22H2E38VZLS5ESkzyFCEL0yghCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhAf//Z" width="253px" alt="machine learning in logistics"/></p>
<p><p>Echo Global Logistics, founded in 2005 in Chicago, is a transportation management company that integrates AI to optimize logistics operations. The integration of machine learning into their solutions augments real-time data processing to support better decisions from the production to distribution stages. Collaborating with experienced vendors can ease the transition, provide expertise, and prevent common mistakes. Consider doing a proof-of-concept (POC) project to test the solution’s effectiveness before full-scale implementation. Logistics companies increasingly adopt AI solutions for global supply chain management to streamline operations. The technology speeds up data entry, reduces errors, and saves valuable time and resources.</p>
</p>
<ul>
<li>One key factor driving ML in logistics is the growing demand for advanced AI technologies like ML.</li>
<li>“AI is thus becoming a driver for tomorrow&#8217;s logistics systems and has the potential to fundamentally change the logistics industry.” At the same time, artificial intelligence is also seen as key to the future of medium-sized companies.</li>
<li>By applying management using machine learning, companies can better understand how automation and predictive analytics will improve their supply chain and increase operational efficiency.</li>
<li>Overall, machine learning in logistics enhances efficiency, visibility, and adaptability across the entire supply chain.</li>
<li>This visibility helps stakeholders monitor goods, identify bottlenecks, and respond proactively to disruptions, improving decisions and responsiveness.</li>
</ul>
<p><p>Freight businesses operate 24 hours a day, seven days a week, including holidays. Computers may track thousands of data bits for each shipment, including pickup and drop-off times, facility wait times, pricing, tender acceptance, fuel utilized, and GPS coordinates throughout the shipment. Auditors must evaluate thousands of documents and contracts, monitor the implementation of regulatory changes, and conduct inquiries into unclear transactions. What  if artificial intelligence and machine learning could help with this process, auditing 100% of all claims and only sending the ones that are irregular and suspicious to a manager for approval? Rather than depending solely on representative sampling methodologies, machine learning algorithms can allow businesses to examine an entire population for irregularities.</p>
</p>
<p><p>NLP automates data extraction from these documents, reducing processing time and minimizing errors from manual data entry. Logistics handles numerous time-sensitive papers, including bills of lading, customs forms, and delivery receipts. By analyzing survey responses to find trends and sentiment, Garg and colleagues show how NLP evaluates employee input in logistics companies. <a href="https://uofa.ru/en/rol-logistiki-snabzheniya-v-deyatelnosti-kompanii-osnovnye-napravleniya/">https://uofa.ru/en/rol-logistiki-snabzheniya-v-deyatelnosti-kompanii-osnovnye-napravleniya/</a> Autonomous vehicles and drones rely on computer vision for navigation, using stereo vision for depth perception and object tracking to avoid collisions, demonstrating AI in transportation. Safety applications include monitoring workers near dangerous equipment. To identify dents, rips, and damage, DHL employs vision-based systems created in collaboration with Cognex that integrate 2D and 3D cameras.</p>
</p>
<p><h2>Real-Life Use Case of ML in Fuel Consumption Modeling: UPS ORION Project</h2>
</p>
<p><p>These real-life applications demonstrate how AI is helping logistics companies reduce costs, increase efficiency, and improve service delivery, making operations more responsive and adaptable to changing conditions. In warehouses, AI-powered robots handle tasks such as picking and sorting, thereby increasing accuracy and speeding up order fulfillment. While large logistics firms are leading the way in AI adoption, small businesses face unique challenges, including limited budgets, workforce skills, and integrating AI with existing systems. AI-powered tools can help logistics service providers analyze customer behavior and utilize predictive analytics to better understand what their customers are likely to do next.</p>
</p>
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3Jhfz9Lmta49C9DvuwV0t9wmt/as8vHS4NwD4weHoWJuFNNQv1OjY9wJbv3EFd0Jxk+Dz545Q7LPY25yW24Np5HO7XnIBHQD0EL0VeIQ1EnKtd3LQSM56c5XtlM7VTxO62g/cs5OjVIlDkhPPSZRlYGtikpqUpFWUcmOKcEilkY3KMoQUAjk1OSEK9AQlB4JcJCpQG4UZT3JqIpFTD6vF5g9ykUdN+bxeYPcpMKgQoCVGPEi5AjgmEKRNcjAzCUJRxSqclGlNwnkpqAau62NdJK6ONrnuLCA1oJJPkXGQuq3zdryum+xG49I70rXLolM5JWSRyubJG+J+d7XAgjyhOakdO2qe6oa3Tr3gZJx605qR+pVwOATgmpyvJCRikITGp4UKK1V20xkbZKh0fdDBPkyMqyHBRVrWuoqhru5MTgfJhZUTyeazzw6OU9XjSU9W1z+dzndPjVTUlzeb1cAoIZXN52nV5FsTNsYt9Gjc7n/AGuCstnqJ1yvFPT6eaXDd171RUkdQ6L+bdv4ZXq/YV2drpK2KsdTvdv4kbgMrXNqjpwYXKSPfdiNnbba7VDpp26y0OJx04XJtlZbfXU8sNRSxPZJ3QwBkLQxythia2R2lrG7zwwsvf71bZtbYbhTucDjGsZyvMbk5WfTY4wjHazzLamip7fcGw0rdEWgYaOjo/BUytdqq6Osuf0PObECxx6yD0KpXpYfqrPlNWl70qFCDxQEZW05wTXJU1xQDKkaonNTaUaYtP8AzinkakMZpYtLf5mPkVIQlQ5bmZDEFKUhRsgh4r0TsXUrafZ+ij5PRzAXAbucck/evOlpNmNpXWHQ51VE6F5Gtk/Bm/vTkYXHq8e+FI9L0zJsyM9xtumNrV1ve1ZWnvsclpbcqXErerOBnqVBNtxdqio7XhjtsO/i5znHH3Ly1gbfB78sqo0+0Ra2J8jmtdgE+VfH+300br3Wtb/fE46OK+qqSuqLhF9M6GXrMWcfevnLsr7I1FPt2+30fPNaTNGOrJOQu/RtQbTPK1uPelJHnDY+UlZG3Tz5AB1ZyvaoGcnTsjd3QaAfLhLSdie22nY+G5V1RM+7MxMSHjk24IOkDG/d0lJldqyKXR5WfFLE0peR4QmZTgVkaKBKE1KEoDk1KCkVIgSFKUFRFGJyEJyx2IU0p6QhANITHjnqU8U1wVQIKb83i8we5PPBMpfzeL/1j3J6FDCAhGVEAwkISoKdgYlPFKkKBCYTSFICmFRgZzlPTN1Pe3rieP8ASVEAumiGqoa3rBH3FYTXBVw7OCkZycTY+rI+9TBLJFyL3Rudq8eMICkehKrtDmp4TAnsWXJiSNUgUQapGp2KJAFHVN+qTavsH3J+pcr6ps1bS22FzXTVczYfEzUQMn1rOMW+haT5PHrlI3thzWr6g2RtWz9v2EpaWG10UrJYWF5dC1xmJaCXOdxzknybl5g3sa0bto6v6aftWKoe1rDjJAPSV7XsvFa4bfFQ10LmwsaGtIzuA4cN4WjM2uD6H03Eqbl5PP7zsjS23aNkclPLyRIMTM7gD1L23ZmkpaGzw09PG1vNBO7G/Co6gUNyqIuWa6ZtOdMTnZ1EDdx6Voqeop42N0t04H3LnbdUejp9MoybKLaxtdNqjmje2n6hkZ8qpdi9kqeqlfUVFPE/nHQ8xDIHiW0udybVU/JyRt09fSue03CGH6PmRRDgSQFE/Bk9LK7kzxi90klDdaqlmbpfHKQfHv4rjC2nZagp23qKsp3Md2wwF2kg5I6Viiu7G7ifK6qChllECk71ISjKzRzeQJSISZVBJGEr0kYRI1aX90Y/5EZS5SIW1GQ1IUqCULwDVprHZ6W5WdvbEcT+ce6aCDg/v3rMZWm2LrdL30bnc05e3qHWubU7tlo7NA4rLyen7K2mnh2Uhp5Oc2R7n56Rv/2VVLsNbZrn2xUNY/eSxxaCWZ4rsiv9HJZ6elpaeoeQ0NOMAA//ANWhijd2kxrtOrSM784OF5kZSXZ9Nsi+jjZbLfZbfycLed0knJKy1wtdvrrq27VFHy1RTwubBwzk/wC+FdV4kdq1Oc70rLbWXOutdqmrLbGyWqjA0MfnDiTjetuNNs1ZHGC5M5ttVyU9PDZeUbqYTJOAcgZcS1vk359SyqfPVVVZK+srpOVqpTqlcBgZxwA6uj0JuV6eOG1Hy+qy+7kchE5IEq2GjsEo4ICMoARlB4IyoOwCQoQhAwhLlNynRbHApEmUZQCpCjKMqpWQ5qb83i8we5PTKb83i8we5SBH2UMJMJwSYUsdA0ILU4BKrwUiIQApHBNwoxY3CTCcUFqxCGYU9AfrcXnBRFTUP51D5496xkRjK4fW3eQKELpuA01DvIFzAqR6CHDgn6mt7p2lVFfc+RqDTx6dQ4nqXHy7nd853pW+OJswlkSL2Stp4+6dq8m9clRd/wC7b61WGRQu1OW5YUjU8rOye4TSM0ud6kyyVHI7UWqod3lXE4588LiD9MrG6uOfSmVcnIvbN3LoiHjyg5/BbYRSkYW32fQm2dPDab692nTFWNbKw9bsAH3AqWjbylO3yLt7IDbbtRZKGjtdQ2ovVG1sxhiBPNLRlpPDODnHHcqrZ2aSOi5GsjfDNFuc2RpBHlB4Lj1eFqVo+i0GqTx7f0dMTnU7/wBFWMdW5zGuVbU1dG1jpHSN0jefEuKgu0dVE6Sl1PiyQDjAJBXNHFKXCR3x10cTuTNTy0botTujoHSs9tNeJIaJ2qn0NAw3JH4Kvn20sNHUPpa6uZDMzGphBGN3kWX2m2ztN2qGUdDJrYN+vBDSeresVhkpcomq9QhLG3GRySyySP1SSOe7xklMJQSkXSlR823btghCFbAhQhCtls6KNuqVrf8AnBLWs5N+nxJLfq7Ybp8afcdXbHO5u4cVpf8AIa/8jkQhIVuXBmImpy6KChrLhUNp6OllqJT3sTC4gde7gE7IcwXbaJXR3CJzevG7qwtdYOxpdqqVrrtJFb6XiecHSE9QHD0rV0mzlpoX1VPbaXUyIDlZXkuc88cZ6t3BZ+05KjODqSZirZdtoKOo+p0tPK0EZMrwBjPDGk+9ehW+71FRTtdUQsicRwa4ke5YuCna2u5ORzWuYc4J34ytTFcqGGkbDHHysuN5PQvJzQqVUfTxzRcFRNVy6mOd1qh2jpJJrJNyfd4Bb5Qd33q0pRNVVGqRulg6PErW0UDbldX07vzemaJH+Nx7lv3EnyBXDBymkjn1GX8G2ecbZbE1VK/ty2wunhfvexu9zD4usLFyRyRvdHI1zHjiCMEL6qgtUclO7U3oO5ZHarYe33yJ0OlsNUGl0UzBvBzwPWF789NxaPnn2eApyuto9lb1Yah7ayje6IcJ2NJjI8vR6VSFccotdkFQEmUBTsiFyhCTKFFSFKkKgEQlKROwIUEoKa4pZLHJpPPQHoBaqikFL+bxeYPcpmKCm/N4vMHuXQxTyGOSpEAqF7AowlQqBEYSgpcowhhamlPJTCUKIVNQ/ncPnt94UCnox9Yhd+mPetTIzo2gpJqOtbHM1rXFocMEHdkjo8iq381jneIrT9kEt/KsOnwce8rIXafteldp7o7gphuSMX0ZWUudUOd1nJU8LtPrXMQ7WugHTE53dYGV6cFwcknZ1hKe4TIntcxrusZSuPMWTMeiDRDVZbI3uCOGQQfKkr4HSRPa3paQPHuRSu+uyt+2wO9W5dWEQs9z7E0FQ2iivzY9LqumjLtW/n6QHfeD61bbaTtddWyaWsdKxuvPA4GM/cF39hGHtrseMp5NT+12tkhz0NcSCPW0+tWW3ezfbFshdM18HKDVC/OCW5XRqop4rOrRZFHNyeQ7S1/bVXDa7bznSuDCegn9wWtstDb7Haom11dRUVPFuc+eoa3eTk9Oc5K4KfZ6OwxVV2qGtlqoonmDOSGDB53lXzzc6+4XqtfVXCqlmcXkgEnDRngBwAXPgx7Ibv2bdbnU5bYlx2QbvS3jaurqKNzXxbmB4GA/G7I8WN3oVTbWO7Ya5rlE2FredpXTSiRr9TW8VHycibNZQ3OSOJsbtLse5WtLWU9RzWu0u6isiJHNYinqZI5WSfpD071oljNkcjujbkJEpSLQkbuxChKUipS02Y/pVmr7JT9qR/Kf6PJj3lR7M/0szzT7ku05/lD/ACD3lc7/AJSebKwphSkrS9jixflzaBjZm6qWnAlmyNx3jDfSfcV0rngyRrOxz2N6W4W+K6Xx0rmy86KnaS3m9bjx3r0+2WW22mJ0Nvo4KWI4yGNwSfGeJU1K9sbGR6dDeDQPIumXuNK7seJJFKW7F3JSzNbqETSR4zhZy17QWG0vbb66u+uznlZcRPcAXcAXAYG7xrX1LGti5PrO9ZHaDZSOoldNT6Of3QI6V1RxqiNlBtvapKW6suEMetoaWygDeWZyD6PxKbRU0bdEze4IyMdIVmKqsp3xU9wa6aGIac45wH4p9S6lpaRs1O5j6KTcxw36T1eJeZr9K3+cTv0mZfViVVY230XKNbqe/c1o4krabFW7tGzs7YdpqpzykxJ3l56PQNw8iwlJC2nfDeK5rpeTINPT5ALz1qW9NrtqpWduRtiiZujp4t+PGSeJ8aen6Rp75E1mfc9qPXA3SxUlvLvyhM2Tuy52k/o5OFQ7LWG5Uelv5Qq6eIcGCUnd5DkBaOpZyNXSu1Oc480k8SvTlRxHVVUtPUU7oZo2vY8EEOAII6l5Ftp2JHRvfVbPzc0ku7Wl4DxNd+9eyFqmjbqZpWicFIUfId3tldaa11HcKd9PMADpd0jr8a419P8AZA2NodprU9szWsrY2HteYDBa7jg9YPAhfMtXTzUtXLS1DdEsTix7T0EHBXFkx7ejFojyg8UqYVpMaFShNylQdC5SFIUBCjSU0pSkKvRBEJCjKn+hZHS/m8XmD3KYc1QUZ+rxeYPcplPJWOyjKalTgpIwpUwfopzUIhXJCErkxxUbKDimFCTCjdgUBTQHS9niI96jYladKxBfbeH67Tu/+yPeV5zd6jlqh2l3NG4L0DsllzYoXd8YD715dq5/OWekjcbNWXhCxc56kHcOb17lzPdycrZO8I6OhPkqGti1d0zrHQvSicrEtc/KU74++iJafWrCJ2piobPI2S5V3J9zzceVXdMOZzu6V7DRDKOTusLvttc37s/gu4Ljr28+nk4aJh6ju/FdrAolbCPp/wCTax1RsZq70MMefGHuOPvWq2pa50raXS13c+oHgs98l7T83Tv/APRJv9K00MkNwvtXURu1sgcIvFqAyfeu9RuNMw3NMxm3Vs7X2Pu1dVOczRTO0+I6Sf3L5bipof7tvqX1b8oOsbR9jeWNvdVczIh4xxP3BfL3J6Vo1HDoyiuLOWeCNsTea3iFIxrfstS1OnthkbegElRVknI075OofeuVmYlRJG3V4guTluT5Fzuc3UHHyZUIDuSZG7u5Dv8AJ0oqBykrWt7lgwlcCL5PSI5GyRMkb3LwCPJhOyuO0FrrZTua7U3kh7l1LiZ2rgMoQEFRlLPZj+lR5p9yNp/6Q/yD3lLss3VeGeafcn7Ws03X/IPeVo/7TEqImSTPbHHG97ycBrQXEnxBey9jK1SWez6aiPkqqocXvaeIHQPVv9KwPYxqKen2ridM3nPic2J32Hcc+oEelerYkazlu/jIeOnIzvXoafHudmXRf1TnNlp9K7aiRrYtX/MrOXO4t1xSRu5pIwD0FWTZO2JW6u5G/wBK9LaRMmBdI/8A5uUwi5ibBzXu1N1Z4LsA5ibqMijutt5aHU2Nuvp3cVR2TZxtVdZoazXFb34M7WjOpzRlpx93j3Lbu0tYqyx3S3zXCtt8czXVUWJHMwchpGAc8OIKqalwx10VdDszM6V01Q5rXHvjvdjq8SvrZaaehfqbznHdkgcF3R9wnhRy8DyPYOeuS+jTTsm75hyuqNzXP098m18fLU7o1j2UnL+Uihc3nawDnxLpjcqa21Le0qeN3dRkxHxkZ/cu5s+p7Wta5zuk9AHjV2+SHVVHuV88dnSwOt+035Uhh00teMkgYAkHH1jf617/ACO1atO9o6esrG9mK0OuWw9W6PTytIBUN8jeP+nK0ZY3FkZ83IcglJnxrzaMUGUZQkBUApTQe6S5SEoQQlNKXKRyqZRCUiCkU6HRHR/m8XmD3KdQ0f5vF5g9ymUa5DFCAkSlCitKcSmZRlGBxcmudqQmrFhgUqEKMCtSlyahRhlv2VJWtoqR2rnPhx7l5iI2u75bvsq1DnS2+n5u6lDz15Jx+CxDGtcujSR2ws58kuReQ5mnvVwVLGx6uTcN/engrNjXdz3q5quKFzOd6l20aLKfZgaaus73n9HBaaEcxZ7ZprfynVt06W6t2VpGtaiLPsirW6qc+Ih3qIK6GFRzFul3kKdBzomeNo9ypgj6g+Tu7k+xo2Pnap6iXGDjcHELYWyKnp6WaSGNrNczgcdJBxn7lh+w0e0ex/aY2u5z2zVD+jDdbiPXuWotUtVJVQ0rdLoo2h0hO8mRxz7t/wDmC74fUwfZjflRy8nspZafvpKl59AaP3r56eva/lT1bpLhZaXVzY2SOx4yWrw2pm0sd6ly5ncjOPRFCNUr5PHhct8l5Ona3rdvXRG3k2Ki2rqOTp2N1OGs4WmSM48j4qnlHudC3W7GhvUBnipZBJCzVI7U88GjrXFQRSNpWOo+e3pJcG5+7KmfDUSae2JG6Qe5Znf5SsTJLk3uyT9Vkhd5R96tiVy2eCOnt9PDDp0BgwRwORldS45ds7EgQShCxKWuyTv5YZ5rvcn7YO1XXU3+6HvKh2Z/pVnmn3J21I/lBvmD3lc7X90lHTsJE6baWn0tc5rGuccdAxjPrK9pL46d7I5m/RSN0+IrA9iKKGOKWRzW8rO7AOBnSOj1716FcoO2qTkdOlw3tPUV7GmjtVmRFeLO2uYySnk5LntOMZGAuqYupXsj6zhQ26uqpqJkccbGck7TKCDkgdXUuKGtku1Q91Ppe6KYsc1vFpHEFYT1Tjl2eDtjplLDu8mmoXNdznOU/Lt5XSuSifR0sX1zXqxua04OU6ljm5XlpI3tYd7SRuWePUwm6Rrnp5QVslu/bDrfL2m5jZtJ0FwJAON2VhuxnJtFJcK51+t9C2VkTWuqqVxAedTsDSRkDj09A61uK+eOGJ2p3oC5Nia/Ts5cpGx6oq2pe7eASGxuLAAeje0n0ldf+jmLiA8xvkU7WtVXSTcppka52n7JVhA/V3ywMkD43NqGzN6PcpHu5RjZG9yRlI964XVHasvIu1clJ3P6JWUUGUNxq+03vbq0uNSGtHDeR/wq7oanVFqbqa07mgnefGVm66CnvW0tJS8s9stPqnlaMDJA0gf6vuWlpKWGlla2SNzHcA8knH4LN/oxSLFrtMQ/4FXbRVUMlnq4WyNf9A/VjeO5KWttkzudJVSvad4HQqmqpXRwyx6uY9hb48EYWuStEbs+ZMpM6Xqaqj5GolhdzXMcWkHiCCoCvJn9mYASglIEqwKISjKRIUSHaAoclTCnQAlJlIeKQqkClH1eLzB7lK1RUx+rxeYPcpQVGZcipQkBSgqUAARhJlGVBQFIEZSAqPgMUpU1LlSwLhCUJCsaBF2TpWzXWh09FviB9bj+KybGtb3KvNuZeWusWl3NFLE0+LmhZ8VDYWaW89y7tOqgcmThnQ3UoaySGnidJNp3J7JXO73Sq6va2Z7nTO5ozu6F0N8GqPLK+xTcpUVFR0SPOB4loI3amLNWVzWxOkb0kn71e083MVjwjOffA6qkc2Jzu5bg5Vpbx9Shc77AP3Kguc31d/kPuWv2Mo+3quz0bu5nfEx2fskjJ9WSi7MfB9DWO1Ot+wlJbXVD2TVEMbJixxDmM4nBG9aLsdWaajtUTqi4VVW6Q8vys2NYBAwCQN+4Deo9noPy4+oqnNdFS5MUBA3lo6fWtFZC2G3tpXc11PEYyOkYO7/SQV3R6MH0fPvykKps22FPG12rk6Yfe4/uXkc4a6oY30r0js6Oc7bN+ruuQb6sleaxnVK93VuXHL7GS6JZDpYs7eg2oraeHusHeOsK6qn6YnKhovprxNI5rXBmAMjOFgzKH7LuGCNsTWtbzRwHQFHVlsbO55q6Yy1rOcoK9zWsb41DKzaWSohqLZDyLtWhoafEQF3hZ3Ydrm2+Zzv73HoAH71oQVxSVSOqHKAhCCUZ8axRmWuy7dV1Z5p9yftY135Va3TqcWDAHSclN2Ud/LDPMd7lprNTUNZ2RaGG4Oe2ExEgtA3Ow7BPp9wWlc5khE0WzNtdQ2Klj5PTVRYc5wPTnOPvW6HJzU7JG9IBVdUUDaf6OO4U72g83nDUR4wnUMvacT+2HO5Id9jAC9yDUI8myMbdHJSXSnoaiopXadZcTk7sqqobp2jc309tp2tfO4yPww7yeJJWdu9Vyl1lqG85urI8YXdPe6iqYxsOqJoGDv3r5jPJzyuSPocSUYJHokcNLS0ja64VDHTEZEZIJB6uKr37QyTSt7YdL2qDuYzisLBcJppWQum5VzOhxPBWz66SSF0ccf0seMYHALbhclLgwyyW12W+1VS5tq+ruc2onPJwgjJBIO/0DefIrPY8w23Y+ipXSanMY7jxOXE/isLSXSqqq2Woqmv0wAxQ808c84+Xdj0FWvalZJaoJoah3PAPJDcQCM9PlX0MbSPBcldmplkbUPb2vI1r84DQd5VlSO5GKJsjtL3gkg9ByvP7e2ahq2VjoZmuicHanOB/FaaaeS4MdVU7mvdECXDVgkccgLkz5JQyxXg7sWGMsLl5NGZWuYqm6zamO8W9VpuszadtRG3VEdxPUVy1NxjkY7naXYXo4zz5KmV+ylW2Tb2uqJHNc3REwO4YOT/tv8S9WkbHJhsjdTfGvDdlKjln11RztRnDc9eB/uva7NLJXWSKaaNzJdO8EY3hYzyJSosYSatD5aiOlZp0ue33BV1yrYe1OUhp4t/EkAruB1amuVFdmNhZL9G7Q8Z8QKjMGfMu0b+U2guEnXUyH/UVXkLouEnLVs0323l3rK58rysrubMOwASuKQFBKwAhSFKUgRF6AppTnFNVsnYhTHJyY9EUKX+Yi8we5TKGm/N4vMHuUwCxkZMEJChSwOagpGpCg7FQm5SqNk7FShNynBY9lqhUhRlc1yqu1aflGt1OO4dQKqVsN8FFfZu2Lg/nN3AN49AAC4RG7vWud5F0sGp7pHc5xySmVlU2Fjmt7r3L0IKkcUuWV1fU1zfo4aX0lwGB61Wkzc7tiZjG9O8FQ1zK6oe52pzvSqqoZUUr2OqG8wuwQTvKzb4MoQstqVzWxc1vNyceTK7WTuazmqW1iGan1Na1zcJeQj1/giMXyQTNd2u5zl6Z2HKCou11pI6fU10dP3XUSNOfVkrz98XKM0r6W+S7sy2G31FZVRt1ERsBxvAIyfuwtmNW7MHwj1SyxNo6SGlh5rImhjR4gFJcY5LXVsm/qpWiN/VnJwfv0+hq0lPbqeOb6FrXNzxwqfbmmuU1iqI46qnhYWkEvaAAPEeIK61O0a/J8x9nV7Xbd1GnoiaPJxXlcUumV2rpK2nZBdNHtBVNqqztuUA6p85Dx0FYKcubzlxz+xsSFvFQ2Olc7q6lSbNzOBl5ZpD5HE4IwSpNoJ3dpN8bgPIoqauqnO+qxuc0cT0Ba7NsVUKNEDq06nafECiqbq0uXDTV7mvb25JDp6QxpJ9YXdE+nqGO7Xm1dJac5CyZguGbLZtjW2eHT0guPjOVYlcNi0ts9K1v2OjyruK4JdnZHoUFIQgIyp0ZFrsr/TDPNd7ltbLR0tRfXuqI84YwDG4nedyxGy7v5YZ5p9y11NcI6G68o6Nz8AOwDjIwQteP/kIxXB6hZWQxs1QwxU7eADWhufL1rH9lfaHk9o7fZ45HaDA6V+DucSQAPuKbR7Tw9pS0/I1GouDmuyNx/cs3tjSyXaoiuVK5vbdO0tDX4+kbnOPL1L09RFyxtI6cE1GdshJdJzu9UZlc3U1rvV0KsqZ65tI7lKeWnaBk68NB8g4rislwa2t+sSN5KQ6ck7gV5OLSSvk7Musr6mipKlrXu5STS37Q45V3SXuSlt7o7fTtfPK4RNcd5c49fi6fQqLkXU9zibyLZqWU792dC09jobbWVr6qFr4YqcGOEtONT+DneQdyPSvWxaeEF0ck80peTSRWZv5K5recGYLjxJxxKvbJZI/yFSum57uSGd/iVILhUUtO+lrGufERunA4jxhXdLfaGG2Qwuc5uIm8R0YXTFGghrbJT8i90bntyDgLEyV9Ra7n2vqcxzDh4+0D/st1+XadzPo43y+PGAs9tZQx3prZoYeRqmDAeXbnDqP71y63TvIk12dml1HtuvBa7P2qSR75qeqp30ku8wOzkA9SZdtjrpJK6O3uh0v3gyOwAPevPae6XS01fa7pHsczcRndhaG2bZ3KHU502vqyvL+XqcPFnoexgyctEVrsVy2NfVx1VVFVcvIHta0bmHfnj6PUt3s7dZGvp5prhDUQyMw5ocPoz/zcvObvtFJUaXVzZWwyPDXTNGRGSeJHHC2dLsC6lY2TV2xrAOrWNJHWMBdOjk8s9+Ts5dVJQSxw6N3LE2aLlIXNc08COBVTemx/k2ZszeDHe4qks9BtBbeVdDG+lhG8NMxePQ0ahhd8df8AlRj6OuhcyZ4LMjID93j4L1WedKJ8qz6eWdp7nJx61Eu2+UbrbeK23uc1zqed8WRvBw4hcS8ma/JmsCUJAjKgFSOKVNUAhSJU1UCFMcU9McFL5HQtN+bxeYPcpQVFTfm8XmD3KVRvkyDKEoSFYkYoSFASEqdFQiXKCgJQsUIylCFAgXFff6Pf5R712rlujdVE/wBB+9ZR7JLooo2pskUcndNXQwcxNdHzF6CdI4Gmivlhj16Wta1ZTav89ZD3oGfStlK3k2Oc5YjaCTlrk53UMLGTNuJ8lrs99DT6evCtBzn6Y26nHgBvyqiyNkki06VoqWGSPnU/NlwQ06cnJGPxWS5RH2Wex1qddr3S0rWudFkPf5n+/D0r627F0P5Psj2yNa10k7nEDo3AAeoLyrsU7NR2O2ROqNL62UN5V+O5AGA0eTC9x2esro6dsmrTDk848NXSF244bY8mifJoXVWmJrYXMidje953ALP7UW6hrLfK6qkmrtw7rIYN/QFfU1BTt+mc5krujO/AXNd3tkp3t73B3LdSow6PkPswWqOjuEzqdrmtzgDqBC84D4ZGaXc1ezdmSHlquq53+xAXgtzc6n1Od3IXFl4Zvg7KzaSWF1Qyka7mtOXFd1jq6fm0sMbuHHrKpJ9Vwq2Rx7nvdxWttVqjoWNdG3W/Ay48SVpOiVKJbR0jeSa50bfUNyhfBHHLqa1rV3sc7Q13enj4lXXOV0b+b3P4pZp7L3ZB031uF38wHBzeoEg5/BaBVmzMXI2eF3fSDWfKVZ5XLN8nXBcC5SIShYmVFnswP5VZ5p9ysL3U9q3tju8MQB8mSq/Zn+mIvNd7lNtf/SDP/UPeVzp1mslFxDJG5jXRu1NPSnVFyhp2O5SRu7o4klY5k80fNbI9reoE4THvc5+pztS9FagtEu0l35SJ8kjnMi6T1N4n7gn2WmbeLZFJStdyT+BIwRvx+Co9pDH+SqhsmrSYXcOIJ3D7yrrsa32zx2Knp6eoi1siBmYXAOYc78jjjOVYPcyGptVS6jiZZap387kCodxjb0n8AvQrTRU9PTshpW/RMAA8gCwtubHWPfVVTWtc/uRjeG9A/H0rX0hqrfSNkh1S0uAdHSPIuxBOzUVFPG6kc5zXO3cB0q2pbfT11kpuWaxrNDSObhzcDGMrHxbRVDadzoYWVcWN7QSHt9GF22nbanhtTWyUr2ODnDTxwM5/FVRbK2dtfbY7b/WOfEd4d1LHX7aDk9UNHzuILuvyK3rNs3VD+Rp6XU3p1AYUDrzT9rudUWeklxv/AJsKu12FLwefbQ3KRtJLVOjdK+NpdgcSB0LjoNqLbzWxyOfLgExBpDgMdOQtRdLva5GO02enZkEFqzklJbai5tqqelbSzvZyZcDgEZ3eL0rg1OmWTlG/HqHALvcbpVWyndDaaqKkq3aYXvaQXu4D0EkAL6Q2brm09npaeaTW6KJrCc5yQAF41svZI7b9Jyk0z3gc6V5cPRnctRRXntNjY5Gudjp8WVtwaaMFwapZZTds9QFdDJzdKpdp6qlhtU7m9DSRgDIPRhZyk2ot7f5yGqHUTpx71RbVbStdSVc0fNiZE7Gs5ycHC6VGiWeJXuq7cutXWf38z5N/WSSuNK489NK8rI7lZgKmoSFYBjspCUiFQISkCHJqgFKalKjKAfTfm8XmD3J6jpj9Xi8we5OLljPsyfY5OUWU4OUIOylTCgqFQ48EBMShAPQShqQ6UAqbNHykTm9YIQCmVEvJxPk6gfci7RGUMUzW83usH0J7pmu7lVkepz9OpdnJObzW+l3HC9FdHE+zjvjapzGNp+5OcklZbtCbt1sdQ3nE+sLYGDS/lHOe7py4qgvNT/KHKNc1uG7tXAnqWLM4N9FvQwNhY1rW6Vr9hTbY7h21VSRPlgwWRaxuPWQsNXVTqWlfpkY+beGkcCR0+RQz2uqtezVsvEczmzVkz3GUO3DcObuPHcSs8bp8kcWz6Y2enu12lida6eHkhKzUXvxqGobhuX0hA2P8m9px6Gs1F4BGcEr4C2Y2p2uo2Urae9TQ65WAlrmk41AdIzwWtr9ttqo2Pb/1dcmu35Ie0EjHkXY5xZq2s+x5oWw0+nlmNwOsBZe8V9PC8tkqotPnBfHFw2uvE3Nm2gvU3Tvq34z6Cq2Xam+aHablXN86qdk/flZe5GiLG2em9k+sjdc6tsLmvbqJz0YXil2ijrKR+mRrnMJzpIOCq++z3KqlfNUcs5rzxcScn071w0FRJDM2NvCQhpHXvXPmmn0bYY3Hk6tmaBzbgZpO83N8ZW4pIHf1jUlnoIYYua3ndJK7ZIXd013Bc6MpSbOWol71rdKr3MdVStp++eQAp69jo3uc3uXn1Fd2ylLylQ+qd3nNb5UlxGxCNs0cEbY4mRt7lgAHqTyjKQlcXZ11QuUqQJVbBa7MH+WIvIfcpdr/AOkGf+oe8qHZn+lYvIfcVPth/SEX/qHvK5n/ADEKRIUZSPLWsc53QMldNFM3tXVtjiqpHdxSQcoR0F5yGD15PoC80p6iSlq2VVPM5krAA13VgLTX+tmru2IW6eRllDyMHJwBjPizk+lUnarWs50a3Q4Mej0jY3smNkZFT3h3JSj+txzHeXqK912I24sNdSRU9RNFp72VrgR6Svjmoj5PuWptO7k+dDUPhl6cOIPoK6o5VXJD7vrbTa6zTNb6hrHP4OicDlNoNj5rhT1GqblpYnAEAgEDxjivi20bXbVWOobUW+9VbCOgylwPlB3L17YD5SF4tdQ6TaKjbUN7X5JpphjUdWdRBPHG70rcssXSL2e2OtzbXqjkpdL+sggkekKpraiFsrtTeb1DCyk/yl7DWc2a31Ds8WOiDs+srin7POx8j3f/AE3VSuPUAwH/AFLc6fJWi8rG0s0rtULdPkwVylln53Ol1DqWarOzdY9bu1dj5XdWuYAfdlV9V2aqiop2wt2VoYmg5AMrj+Cwe3yzGjfWq+R0720sfKys4AHiFY3Fld2o+ukhe1kTS9wA34HSvJaLsn6pdVRYadnDHJPOfvWsh7K81wt76GnpWfSwvjPKgZaMAdB38fuWieRRQiWP/UNHo1dsN8hzlZ7aS/Ormdqwu+rg5P6RVCecgrlnqJNUZMQlNTsIIXP2YiAJHJya5DIRNKdhNIVtAE1yUhNIUJ2NTSU5NKAWA/VIvMHuCcCooD9Xi8we5PUl2zPgeC1IDz01KsUCQFImtKcCpwQAU5qaGJ45qooMppTsJAEsggXHfH8nbH6fEPvXaq2/n6uyPvpHgKx5kR1RnI43OrS13eHoOQdyvYQ1zGqvqS1tbLpbpy47sALsppF2pqrOZq+iSoja6J3NWbulM2N/KOja/fuaRkErd0VhuVdVto46d7Zn4AjLTqOfFxXp/Yw7BP5U2yiodtqGrbbZKWR7JIJg36UYwCRnG7Jx4lq9/GpbbN8NLkrdXB877OWWq2ourqOlk+saclmklxGegBfQewvYPvF42ShtNdbZqmmZMZI5+XEbWuzv5uk5PR3QXsGynyatj9l9s6Hai03i8MqKOQuET3MLXtIwWOw0HBC9Y2YtVHYqF9DS1D5YjKZAHEHRnoGOhZzyXw+DOGKuz4i7OfYnquxz+SrhC1rIZC7U1ri4Bzclu8k9S8zo7Tfr5UNjo6GrqX8dMEDpCd/iC/TC9Wey3lkTbvbaS4NhdqjbUQtkDXdeCOK6qOmpaWJsdHSxU8Y3BscYaAPIMJGVeSyxRfJ8C7NdhDsjX6VrY9ma6lYcZfWsNOwDry/BPoBXs/Y7+SrQ0c0VdthdhUOBBNFRZDD4nSO3keQDyr6ZOvV0aVzVtfT0Y+mk52Mhrd5KSz7fsZwwq6SPiH5T3Y1t+yvZFfJQ0LIbZc4hNTMaNzCAA9g6sHf6QvI6jZ6npXw1jaWbuwG4aSCT5dwHTlfoXtObHeqijqLpb6SofTFxpuXYHlhdjOM7s7gkkp6PtXnUsLIju0FjcY8i8/N6jsdRVndH03cvy4Piik2bqHbOPu1K51Q7WGtY1vMAA3lzt+OIx171V1DZofo5oXwv6Q4f8yvtaurrfbaR8MMMLWHjGGgNPoXzN2W7X+Uts6ehtMLWNqWOlwzcyAggaj0AHh68Lbpta80qlGjm1fp3sQ3Jnk90qPpWtd3JOFqrPT9r2+KNzdLsZPlKyrooaqr1csyVkUxZzTlsjg7T6s78ra5XRmfg4cUK5BCAhaDcOTmtSAO+y5Ll3etcqgWezg03WLyH3Kfa3+kIv/UPeVBsw/Te4eW5rcO3ncO5K6Nr5WuuEPI6Xt5LeQRxyVztf3UQpMLMbVVsznvoYZNDABrI4kno8ivbvWOo6RznN0vfuZw4rJNidM9znOc5x3kniSumuSNlTHD+ilkp9Xeq5FHp5yDC1qzuzEy9VQSaHaVT1FHI39/UtvNG1cc1JG5ZJhGRha7W3lOb4+gq9pqWl5JurQ536XBc9VSto6trtOqB53g8AetTyOo9H83q8iyDEljo26vpmM8wBc/L07ubTtle77ROAoJ28o/TTw6G9ZXTQ0XJ86R2p3Qq2CaGCaT+cka3xAb12sga3vnOd402MNa9Ts5yxsdDC1re6dp8q6rRO6nqGzR9B3jrCr54nSVHO7kKTnQ6XN7lO0Eb+nkbNE2SPnNKlDVSbJ1beSmjd3OQ4eI4/wBlfNma7udK0NpGSGFqadX2VNyn6J9DSUgc7+7l/UKm5AiAQ5rvsqV3LeDzfqFIW1Tf7LL6W496WCENd9lDmO+yp2xVju5o5Xer96eKS5O/sbvS4fvU3xXkHFod9lMdHIrA2+5O/s7R5XBOFquTv6uJvlf/ALKe5H9grOTkSGKRWxsty/8Ax2/5ifwR+Q7l/fQ+olT3YLyWijp/zeLzB7lInUzG9rxeYPcpCyNbH2UjDkqeBD/wpxdD9lvrWLKRBycCgy0/6H3JO2advfM+5YpkscHN+01BKaa2n/R9SBWx/pfqlBY4HzkrWud3rvUonXBre9d6k3t9v6X3JZDp5N32XKjv7ndsRd7o3g+NWjap0n83HK/yb1S1VPUXitdybuSp4iYyelzhx9A9624Y3Ixm6RnrpfKelfycbXVNR1A7gfGVb9jC+mO7VdRc44uVEWqkGNwcM7vvHqVlS7H2uPvXPd0nhlc94slPa+SqqOF7nseDjOV1zjcdpjhyKMlI+juwlBSw0TbhM3XX1buc87yAd69KbtE63y6qinliYCAXuGNBzuz1eI9K+buw5ttDNSfk+STTNTYB34JAO4+pfQlv2x2frLe2lrponcozQ8PAIcMcCCvC1OCcJWj6fBNTimmei2raOnq6JgfOQDwkaM7vGr6lbBIwOjdyg451ZWT2IsWz1VZaastsjnN06XaX5aXDmncc43ha2go46PXybideM56F2YcWW1v6PN1Ps29nZ1AJUIXoVRxiEZCqzZ45BI2eoe8OeXDDQCATwz0+VWbnNaOcQPKuaouFDTjMlRG3/MsJYI5O1ZVlePp0R0Npt9E/VT0rGvIwXne4jynesF2aLnDY4aKZrXsdPqG4DQdIG7jx3hWO1HZY2H2dB/Kd+ooXb8NdKA4+QcSvAezr2aLDtxaqW07K65qinqRIalzCI2sLSDx4neCsp6VOFUXHrNmTddlVtVt72v8AnFRz350xNyXH0LyXa3aTaqop6+SjjdTvr28iS0glsONwJ4h2fUrCmp9MrqiZzpah/dSu4nxeIeJNrWamLXiwRgYanWSy8Hnuw7KinqxQ1TXNaJQ4Z4DBGV6gaqFv9YxvqUGxVnp7ltRRUszYmuLyAXDcdx3FewRbB07e6ktrfI3P4LRq8vttI0wbkjyQ10P98xK2ra7udTvICV7A3Yylb/aqX/LCUO2Vp4/7ZzfFDj8Vy/KvwbKZ5LH2xJ/N08zvIwqVkNc7m9o1XsyF6wzZ6h/vqh3kaB+9dtPY7bH31W7/ADNH4LH5LfgrR5HSwXClmbUOt73t3gNcB+K7bjartXNiqu0e12BpG9zQOPlXqj6C2te1rqF78dLnfuWb7KldS2vY+okp4WMqJSIYeeQQSDlw68BI5pyklRhtrk8JvEzqq5yt1amQEsGDkEg7z60kLdKjp4dPdKYLvZr7FeVzSPT5ZWt7p3rK4qiXUx2l3qRICv5yicVCyd3nN6xxCiqqlrWd0qkFdnNdBy0Tmu/4VmIquTtgw+PCsLrXOax2l3OPDCpqJjuXLnNPDiR0rZHhcm+OKTV0ammj1Ma7rC7o4uYuC2v1U7fErSE8xYWaXwRPbyfOSRvc166p+azmt1OUDInd813qWV2GKFKwd6mSNdoSUpdrbqUbJZ692Gtm6eustVVOmiify+jnNycAA/it+3ZKlb3VY30Rf7ri7F1hmtvYstt+1cyvrJWkHdgjcD5DpPqWiEjdHdNXlzbcmzeolYNlKHvq5/oiH71yXaz2uhYyNs1RUVUp0wwtYAXHr47h41oW85VWwtwo6i8XC+VDoaioilNNQwOIOhoHd6ekEklIpvkxaoW3bINjpHVV2uUVE4tOimEJkmf1bgQ1v+Y58SrJbbXRv1QyRTN6GzMB3egBa6WPlOc7ujxKj7Wb3yu+jKmYippeTf8AXLLx7+n3H9yko2WvXpc5vHuKnVGR6Ru+4rZGn/SXPUW6ORml0LHegbwm9PtE22U5gtMfOmtLtP22SmQH1b/uXVDDYXfzNLDr6i459RXRT2ajj/s72f8AplMZ+7m+sFLNadWn61raODamHV/rZv8A9Km2EuglRF2rQ97Q07f8qQxU7e5p4W//ABN/cpTZ65v0kLZXN6e1ntnAPmjLh6guaVldH3sVQ39A6XD0FFi/ReDzO37FVElPE7tzVlgOA0nG7yrrGwUzv66Z3mxFefwfKO27ghZGyhsOGNDQe15ckD/5ErvlI7du7qgsPsJv4q6pYM7fDJtPQ29j2R3e1bvHyQ/cnN7HMn9zWu/ygfgvN/8AuN25/wAPsPsJv4qa75RO27uNusPsJv4qx+PnfktHprexy3vqOqd5XELupuxxG7/x7/8ANOf3rx6T5QG2cndW+xn/AOGb+KnN+UFti3ha7B7Cb+KsXpcz8hRPbY+xvC3/AMbD5XTA/iumPsew+C29vlIP4Lw1vyidtW/+LsHsJv4qP+4rbX/C9nv2eb+Ksfh5v2Np72zYKnb3ttb5G5/BdEexVK3uqqlb5sS+ff8AuK21/wAL2f8A2eb+Kj/uL21/wvZ79nm/iq/Cy/sbUfRMWylDD/atTvFEB+K8culspbTdaqho5HywxTPAe7GXEkkk48ZKzDvlE7au/wDF7P8A7PN/FWVquyXfaiolmkpLbqkcXnEb8ZJz9tdOkwTxSbkYZIWuD1KNQ1zWuicvMG9km9t4Ulu9m/40yXsjXuTuqW3+hj/iXbZqWKSLKrqKjZ/aBtwoea7PDocOlpXq+z211rvD2Q0tZEyYgZhe0h4P4+heA3LaetrmBs1PSNwc5a1wPvXC261DXtka2Nr2nIcMgg+tSUIy7OvDlyY+D9FPkz3Dka262uSo1cqxk8bSCAMbjx8o9S9qqK6lp2app2N9K/K7Zfst7cbO3Bldbbp9LHG+NvKgvADsZ3E7zu3ZXa/s39kea7RXKov0lQ+JxcIpB9Ec8QWggEFbIxilyyZJSnKz9EtqeyxsTs6x/wCUb5RRPZ3pmGT6Bv8AuXkG13ytdk6HXHZ6W4XJ+8Awwhjc+c8g+oL4mum1lVcLhUVz6ChgdO8vMcLHBjSeoFxIHpXEb1KeFPAPID+9a/ca6idsdPpHFb8jv/R9H7TfKl20uUTvyTb6Wg486UmV2PuC8k2k7Km3l+c78obTVzmknmRP5JvqbhYc3io6I4vUf3rmFY/Vq0M9RW2OWVfo8/Lggpv23aLundNWVDXTSPdrcNTick716hYqSOnp2xwx6WDp6SV45Hd6iPGmGDd+if3q/puyFeqdga2moHY6XMfn/wDZJT3dml4n4PWw3mKOSPUxeXfOXffBLb7J/wAab85F88Et3s3/ABrWuGR4ZM9a2SbJT7UUMjub9YZv/wAy+gnQal8TQdky+wyskZS27UxwcOY/iP8AOtu35TG3TeFn2Z/Zpv4y5dVhllacTdii4KmfUYg0p5hjcz/+r5Z/7mduf8H2Z/Zp/wCMmn5S+3P+D7M/s038Zcb0WQ2n1MIfstTxE5fK7flMbct4WbZn9mm/jJ3/AHNbdf4Psz+zT/xk+FkCPqJ0WnumrwnswXelum0sUNHI2WKki5MuByC8kk+rgsi/5S+3Lv8Aw+zf7NN/FXnlRt1d5qqaokp6LXK8vfhjgMk5PfLdg0soO5Guab6PQms5i5ql2lYf/ru7aNPa1D+o/wCJc8u2Fzk7qGk9DXfEuvYzD22ae4VMjXu0tY7xFccVdT69POgf0jO5ZmTaGtkdqdHBnyH96gkvFRJ3UcPqP71dg9s1dTO1sumHxZxwPjSUtvqKyVrXatJPDpVLZdqZbbUcs602yv5paG1TZC0Z817d6sJdval0vKQ2O1Unih5bA/WkK05oZKqB7Xo/wceXfrLaNZSbK0ETOUmj1ygZ37wobta4aiidDHG1rgMtwAN6zLuyDc3N0mlpf1XfEof+uLh0U9N+qf3rzvh6htNvk/QZf1D6A8Txxg0mv/I+nZJTy6XN9Ct6TlO+b96ytRtHVSPc4U9O0k57k7j60se09wj7mGm/Vd+9epGEtvJ+XauGL3Zey/x8G+o4+Zzu6XZyLXM7leet2yubf6ik/Vd8Slbtxdm/2ei/Ud8SyUGcrgzaT0n2VxGldHLzlmDtxdnf2ei/Ud8Siftlc3d1T0f6rviUcJD22faNuuElZ2P9mrLSw8jSUVEwkZ/nJS0Fzz6SfWn01JI3uucvmKg7P22NHSRUsdtsLmRMDGl0EpOAMf3q6B8ovbX/AAvZ79nm/irilpcrZvs+l7tL2raqqq0/zUL3+kNJWR7HltkobhSNkcx7pKV83NdnDdYYzPUdzl4ddOz9tjcbfPQzW6xMimYWOLIJQQD1ZkK5bP2b9q7XMJYaGzSubCIRysUpw0Oc7okG/Lit2LTuMJJ9s1Si3JNH13lrWdygtj0al8rn5Re2v+F7Pfs838VN/wC4jbX/AAvZ/wDZ5v4q5/h5DZZ9T4j71KxmpfLDflFbat4WvZ79nm/ipzflG7bN4WrZ79nm/iq/DyBH1I9unvdSfG3Uvln/ALjtt/8AC9nv2eb+KkPyjdt/8L2e/Z5v4qnw8gPqOaGPXq74cD0grlmDuVdJyznPO4lxJz618xO+UPtq52r8m2H2E38VRv8AlBbZO7q22H2E38VZLS5ESkzyFCEL0yghCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhAf//Z" width="256px" alt="machine learning in logistics"/></p>
<p><h2>Core AI and ML technologies used in logistics</h2>
</p>
<p><p>Adeoye and colleagues demonstrate that AI improves logistics through dynamic route optimization using real-time traffic and weather data, reducing fuel consumption and delivery times. When it comes to applications of AI in logistics, many companies don’t recognize or manage the necessary components as part of their overall strategy. As an instance of AI logistics use cases, Uber Freight uses algorithms to provide truck drivers with access to available loads, thus reducing the number of empty miles travelled by up to 15%. Shippers receive competitive rates and reliable capacity; carriers receive maximum revenue potential by reducing deadhead mileage.</p>
</p>
<ul>
<li>Their ML model uses historical and real-time data like purchase history, product type, size, and prices, and builds classification models to assign “return probability” to each order.</li>
<li>These pressures are straining traditional systems, reducing service reliability, and limiting organizations’ ability to scale.</li>
<li>Machine learning in the supply chain can be applied for demand forecasting, route optimization, inventory management, workforce and supply chain planning, and vehicle predictive maintenance.</li>
<li>These insights can help in several aspects of logistics operations, from demand forecasting, route optimization, and inventory management to real-time shipment tracking, predictive maintenance, warehouse automation, and even customer service.</li>
<li>Metrics such as grams of CO2 per package, average emissions by route, and idle emissions per hour become key performance indicators.</li>
</ul>
<p><p>Leading European online fashion retailer Zalando focuses on revolutionizing supply chain management with ML and has effectively utilized AI to counter this business aspect. The combined benefit comes as a refined market strategy and improved product design. By leveraging <a href="https://www.antenna-re.info/learning-the-secrets-about-12/">https://www.antenna-re.info/learning-the-secrets-about-12/</a> ML in manufacturing, companies can proactively detect supply chain disruptions and address them before they impact production.</p>
</p>
<p><p>By identifying the root causes of these issues, you can select the right machine learning algorithms to deliver measurable improvements and ROI. Companies in logistics and supply chain management often face challenges such as rising operational costs, inefficient inventory handling, as well as limited visibility across various supply chain processes. In one case, IBM’s implementation helped detect potential supply disruptions early and enabled alternative sourcing to maintain continuity.</p>
</p>
<p><div style='text-align:center'><iframe width='560' height='311' src='https://www.youtube.com/embed/T63PKm7vVGA' frameborder='0' alt='machine learning in logistics' allowfullscreen></iframe></div>
</p>
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" width="251px" alt="machine learning in logistics"/></p>
<p><p>Core ML is used in logistics and supply chain management to optimize inventory forecasts and provide predictive analytics for demand prediction. Overall, exploring the use of machine learning in logistics has the potential to benefit companies in numerous ways. Furthermore, leveraging machine learning in logistics can help with forecasting and demand-based scaling. Take the time out now to learn how machine learning in logistics can help your business reach new heights.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="machine learning in logistics"/></p>
<p><p>This technology leads to more intelligent decision-making, maximized productivity, and seamless movement of goods within supply chain operations. Today, machine learning, natural language processing, and AI vision are modernizing global supply chains. AI systems analyze demand patterns, seasonal trends, and supplier data to maintain optimal inventory levels, preventing both overstock and stockouts. How does AI help logistics companies manage inventory better? AI is rapidly evolving,  and so are its applications in the logistics space.</p>
</p>
<ul>
<li>In this aspect, logistics companies are becoming a treasure trove of machine learning in the logistics industry.</li>
<li>Besides optimizing the business routine, machine learning in supply chain management can dramatically improve customer satisfaction.</li>
<li>The integration of artificial intelligence into logistics enables organizations to achieve cost savings through multiple mechanisms, rather than relying solely on incremental efficiency gains.</li>
<li>As the technology continues to evolve, more and more applications are likely to arise, making machine learning a game-changer for logistics operations.</li>
<li>In the White paper “AI in logistics” of the technology platform Alliance for Logistics Innovation through Collaboration in Europe (ALICE), companies present applications based on artificial intelligence.</li>
</ul>
<p><p>ShipBob’s cloud-based software collects vast amounts of inventory and sales data across your sales channels and fulfillment centers, including up-to-date information on inventory levels. It can be used to track real-time inventory levels from across <a href="https://newsgary.com/car-numbers-wiser.html">https://newsgary.com/car-numbers-wiser.html</a> various warehouses and supply chain processes. AI is used for real-time decision-making, including demand forecasting, automated warehouse operations (picking/sorting), and predictive maintenance for transportation fleets. The role of machine learning in logistics and supply chain is set to grow even more dramatically over the next few years. The result is optimized inventory levels, dramatically reducing both costly stockouts and the capital tied up in slow-moving items. ML-powered insights cut costs, improve delivery speed, enhance customer satisfaction, and create resilient, sustainable, and future-ready logistics operations.</p>
</p>
<p><p>AI modifies stock distribution if a product sells more quickly in particular areas or at particular times. Companies using AI for route optimization cut operational costs by 10 to 30% while reducing mileage by 15%. To understand how you can benefit from AI in logistics operations, you need to define the pain points that stall your growth, and then find a way to implement the technology correctly. AI and data science will be integrated into the platforms of 75% of supply chain management vendors by 2026. In logistics operations, AI can reduce operating costs by as much as 50%.</p></p>
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