ºÝºÝߣshows by User: moiseevigor / http://www.slideshare.net/images/logo.gif ºÝºÝߣshows by User: moiseevigor / Sun, 18 Sep 2022 19:27:59 GMT ºÝºÝߣShare feed for ºÝºÝߣshows by User: moiseevigor How to fully automate a store.pptx /slideshow/how-to-fully-automate-a-storepptx/253028643 howtofullyautomateastore-220918192759-b2ccf768
In this talk we’ll present the technology behind the Fully Automated Store by Checkout Technologies. The actual version of the store is a result of the work of 12 engineers that spans the areas from hardware and design to the ultimate deep learning architectures. Will be also discussed the challenges and lessons learnt during this adventure and what it means to deploy the system which has an AI engine in its core. Creation of the dataset and the invention of the specific metrics that is capable to measure the accuracy of the entire system will be discussed. ]]>
In this talk we’ll present the technology behind the Fully Automated Store by Checkout Technologies. The actual version of the store is a result of the work of 12 engineers that spans the areas from hardware and design to the ultimate deep learning architectures. Will be also discussed the challenges and lessons learnt during this adventure and what it means to deploy the system which has an AI engine in its core. Creation of the dataset and the invention of the specific metrics that is capable to measure the accuracy of the entire system will be discussed. ]]> Sun, 18 Sep 2022 19:27:59 GMT /slideshow/how-to-fully-automate-a-storepptx/253028643 moiseevigor@slideshare.net(moiseevigor) How to fully automate a store.pptx moiseevigor In this talk we’ll present the technology behind the Fully Automated Store by Checkout Technologies. The actual version of the store is a result of the work of 12 engineers that spans the areas from hardware and design to the ultimate deep learning architectures. Will be also discussed the challenges and lessons learnt during this adventure and what it means to deploy the system which has an AI engine in its core. Creation of the dataset and the invention of the specific metrics that is capable to measure the accuracy of the entire system will be discussed. <img style="border:1px solid #C3E6D8;float:right;" alt="" src="https://cdn.slidesharecdn.com/ss_thumbnails/howtofullyautomateastore-220918192759-b2ccf768-thumbnail.jpg?width=120&amp;height=120&amp;fit=bounds" /><br> In this talk we’ll present the technology behind the Fully Automated Store by Checkout Technologies. The actual version of the store is a result of the work of 12 engineers that spans the areas from hardware and design to the ultimate deep learning architectures. Will be also discussed the challenges and lessons learnt during this adventure and what it means to deploy the system which has an AI engine in its core. Creation of the dataset and the invention of the specific metrics that is capable to measure the accuracy of the entire system will be discussed.
How to fully automate a store.pptx from Igor Moiseev
]]> 9 0 https://cdn.slidesharecdn.com/ss_thumbnails/howtofullyautomateastore-220918192759-b2ccf768-thumbnail.jpg?width=120&height=120&fit=bounds presentation Black http://activitystrea.ms/schema/1.0/post http://activitystrea.ms/schema/1.0/posted 0 Singularities in the one control problem. S.I.S.S.A., Trieste August 16, 2007. /slideshow/arnold70-22-082007miras/44368591 arnold7022-082007-miras-150206165351-conversion-gate01
Singularities in the one control problem. S.I.S.S.A., Trieste August 16, 2007. The geometry of strokes arises in the control problems of Reeds–Shepp car, Dubins’ car, modeling of vision and some others. The main problem is to characterize the shortest paths and minimal distances on the plane, equipped with the structure of geometry of strokes. This problem is formulated as an optimal control problem in 3-space with 2 dimensional control and a quadratic integral cost. Here is studied the symmetries of the sub-Riemannian structure, extremals of the optimal control problem, the Maxwell stratum, conjugate points and boundary value problem for the corresponding Hamiltonian system.]]>
Singularities in the one control problem. S.I.S.S.A., Trieste August 16, 2007. The geometry of strokes arises in the control problems of Reeds–Shepp car, Dubins’ car, modeling of vision and some others. The main problem is to characterize the shortest paths and minimal distances on the plane, equipped with the structure of geometry of strokes. This problem is formulated as an optimal control problem in 3-space with 2 dimensional control and a quadratic integral cost. Here is studied the symmetries of the sub-Riemannian structure, extremals of the optimal control problem, the Maxwell stratum, conjugate points and boundary value problem for the corresponding Hamiltonian system.]]> Fri, 06 Feb 2015 16:53:51 GMT /slideshow/arnold70-22-082007miras/44368591 moiseevigor@slideshare.net(moiseevigor) Singularities in the one control problem. S.I.S.S.A., Trieste August 16, 2007. moiseevigor Singularities in the one control problem. S.I.S.S.A., Trieste August 16, 2007. The geometry of strokes arises in the control problems of Reeds–Shepp car, Dubins’ car, modeling of vision and some others. The main problem is to characterize the shortest paths and minimal distances on the plane, equipped with the structure of geometry of strokes. This problem is formulated as an optimal control problem in 3-space with 2 dimensional control and a quadratic integral cost. Here is studied the symmetries of the sub-Riemannian structure, extremals of the optimal control problem, the Maxwell stratum, conjugate points and boundary value problem for the corresponding Hamiltonian system. <img style="border:1px solid #C3E6D8;float:right;" alt="" src="https://cdn.slidesharecdn.com/ss_thumbnails/arnold7022-082007-miras-150206165351-conversion-gate01-thumbnail.jpg?width=120&amp;height=120&amp;fit=bounds" /><br> Singularities in the one control problem. S.I.S.S.A., Trieste August 16, 2007. The geometry of strokes arises in the control problems of Reeds–Shepp car, Dubins’ car, modeling of vision and some others. The main problem is to characterize the shortest paths and minimal distances on the plane, equipped with the structure of geometry of strokes. This problem is formulated as an optimal control problem in 3-space with 2 dimensional control and a quadratic integral cost. Here is studied the symmetries of the sub-Riemannian structure, extremals of the optimal control problem, the Maxwell stratum, conjugate points and boundary value problem for the corresponding Hamiltonian system.
Singularities in the one control problem. S.I.S.S.A., Trieste August 16, 2007. from Igor Moiseev
]]> 558 1 https://cdn.slidesharecdn.com/ss_thumbnails/arnold7022-082007-miras-150206165351-conversion-gate01-thumbnail.jpg?width=120&height=120&fit=bounds presentation Black http://activitystrea.ms/schema/1.0/post http://activitystrea.ms/schema/1.0/posted 0 https://public.slidesharecdn.com/v2/images/profile-picture.png Applied mathematician, database designer, Full Stack developer, NodeJS enthusiast. moiseevigor.github.io https://cdn.slidesharecdn.com/ss_thumbnails/howtofullyautomateastore-220918192759-b2ccf768-thumbnail.jpg?width=320&height=320&fit=bounds slideshow/how-to-fully-automate-a-storepptx/253028643 How to fully automate ... https://cdn.slidesharecdn.com/ss_thumbnails/arnold7022-082007-miras-150206165351-conversion-gate01-thumbnail.jpg?width=320&height=320&fit=bounds slideshow/arnold70-22-082007miras/44368591 Singularities in the o...