ALEXANDRIA, Va., July 21 -- United States Patent no. 12,688,041, issued on July 21, was assigned to Arm Ltd. (Cambridge, Great Britain).

"Vectorized operations for sparse kernels" was invented by Joshua Randall (Austin, Texas), Jesse Garrett Beu (Austin, Texas), Krishnendra Nathella (Austin, Texas) and Tuan Quang Ta (Ithaca, N.Y.).

According to the abstract* released by the U.S. Patent & Trademark Office: "A data processing method and processor instructions are provided that leverage scatter operations to efficiently merge vector and matrix indices, as compared to standard matrix and vector operations, as well as merge other arithmetic results, lists of numbers, etc."

The patent was filed on May 13, 2022, under Application No. 17/743,705...