Inventor · San Francisco, CA, US

Arvind Krishna Sujeeth

17Patents
3h-index
23Co-inventors
49Inventor score

Filing activity: Mar 29, 2021 → Nov 8, 2023

Most-cited inventions

PatentTitleAreaCited byStatus
US11232360B1 Lossless tiling in convolution networks—weight gradient calculation Physics 9 Active
US11195080B1 Lossless tiling in convolution networks—tiling configuration Physics 5 Active
US11227207B1 Lossless tiling in convolution networks—section boundaries Physics 3 Active
US11250061B1 Lossless tiling in convolution networks—read-modify-write in backward pass Physics 3 Active
US11263170B1 Lossless tiling in convolution networks—padding before tiling, location-based tiling, and zeroing-out Physics 1 Active
US11934343B2 Lossless tiling in convolution networks-backward pass Physics 0 Active
US12332836B2 Estimating a scaled cost of implementing an operation unit graph on a reconfigurable processor Physics 0 Active
US12210953B2 Lossless tiling in convolution networks—section cuts Physics 0 Active
US12411670B2 Analysis assistant for determining execution inefficiencies in dataflow programs Physics 0 Active
US12112250B2 Lossless tiling in convolution networks—resetting overlap factor to zero at section boundaries Physics 0 Active
US11995529B2 Lossless tiling in convolution networks—tiling configuration for a sequence of sections of a graph Physics 0 Active
US12079156B2 Lossless tiling in convolution networks—materialization of tensors Physics 0 Active
US12340190B2 Tensor checkpoint optimization in dataflow computing applications Physics 0 Active
US12367022B2 Method and system to determine execution inefficiencies in dataflow programs Physics 0 Active
US12321843B2 Lossless tiling in convolution networks—data flow logic Physics 0 Active
US12333283B2 Iterative compilation to optimize translation in reconfigurable dataflow architectures Physics 0 Active
US12001936B2 Lossless tiling in convolution networks—graph metadata generation Physics 0 Active

Source: USPTO / EPO open patent data. Inventor disambiguation is heuristic; counts are objective bibliographic measures.