View source for Microsoft technology licensing, llc (20240428023). ANALOG PROCESSING SYSTEM

=ANALOG PROCESSING SYSTEM=


==Organization Name==

[[:Category:microsoft technology licensing, llc|microsoft technology licensing, llc]]


[[Category:microsoft technology licensing, llc]]

==Inventor(s)==

[[:Category:Jannes Gladrow of Cambridge (GB)|Jannes Gladrow of Cambridge (GB)]][[Category:Jannes Gladrow of Cambridge (GB)]]

[[:Category:Hitesh Ballani of Cambridge (GB)|Hitesh Ballani of Cambridge (GB)]][[Category:Hitesh Ballani of Cambridge (GB)]]

[[:Category:Francesca Parmigiani of Cambridge (GB)|Francesca Parmigiani of Cambridge (GB)]][[Category:Francesca Parmigiani of Cambridge (GB)]]

[[:Category:Christos Gkantsidis of Cambridge (GB)|Christos Gkantsidis of Cambridge (GB)]][[Category:Christos Gkantsidis of Cambridge (GB)]]

[[:Category:Kirill Kalinin of Cambridge (GB)|Kirill Kalinin of Cambridge (GB)]][[Category:Kirill Kalinin of Cambridge (GB)]]

[[:Category:Babak Rahmani of Cambridge (GB)|Babak Rahmani of Cambridge (GB)]][[Category:Babak Rahmani of Cambridge (GB)]]

[[:Category:Cheng Zhang of Cambridge (GB)|Cheng Zhang of Cambridge (GB)]][[Category:Cheng Zhang of Cambridge (GB)]]

[[:Category:Daniel Cletheroe of Cambridge (GB)|Daniel Cletheroe of Cambridge (GB)]][[Category:Daniel Cletheroe of Cambridge (GB)]]

==ANALOG PROCESSING SYSTEM==


This abstract first appeared for US patent application 20240428023 titled 'ANALOG PROCESSING SYSTEM




==Original Abstract Submitted==

analog system and method for implementing an iterative neural network based model, the system comprising analog vector-by-matrix multiplication circuitry encoding a matrix of weights of an iterative neural network-based model, and analog nonlinearity circuitry encoding a non-linear function arranged in a feedback loop configured to return the output signals from the nonlinearity circuitry as inputs to the vector-by-matrix multiplication circuitry, wherein the system is configured to output a solution vector of values of the iterative neural network based model on convergence of the system.



[[Category:G06G7/16]]
[[Category:G06N3/065]]
[[Category:CPC_G06G7/16]]