1 citations · 1 across the 7 of their papers we have counts for
8 papers
MAC units for a 2x2 int8 systolic array on Tiny Tapeout
Danila Gorodecky
We take the multiply-accumulate (MAC) unit of an open-source 22 int8 systolic array taped out on Tiny Tapeout (GF180 process) and propose two replacements. The first one, \…
SYNTLOG: FSM Benchmarks Evaluation for FPGA
Samary Baranov, Danila Gorodecky
We introduce a curated benchmark collection of \num{101} FSM descriptions organized into five size classes (\emph{small}, \emph{medium}, \emph{large}, \emph{huge}, \emph{super-huge…
Optimal Small-Bitwidth Moduli Set for Residue Number Systems
Danila Gorodecky
This technical note presents a algorithmic approach for generating optimal sets of co-prime moduli within specified integer ranges. The proposed method addresses the challenge of b…
Hardware for converting floating-point to the microscaling (MX) format
Danila Gorodecky, Leonel Sousa
This paper proposes hardware converters for the microscaling format (MX-format), a reduced representation of floating-point numbers. We present an algorithm and a memory-free hardw…
Hardware realization of residue number system algorithms by Boolean functions minimization
Danila Gorodecky, Tiziano Villa
Residue number systems (RNS) represent numbers by their remainders modulo a set of relatively prime numbers. This paper pro- poses an efficient hardware implementation of modular m…
Multipliers: comparison of Fourier transformation based method and Synopsys design technique for up to 32 bits inputs in regular and saturation arithmetics
Danila Gorodecky
The technique for hardware multiplication based upon Fourier transformation has been introduced. The technique has the highest efficiency on multiplication units with up to 8 bit r…
Reed-Muller Realization of X (mod P)
Danila Gorodecky
This article provides a novel technique of X (mod P) realization. It is based on the Reed-Muller polynomial expansion. The advantage of the approach concludes in the capability to…
Combinatorial method of polynomial expansion of symmetric Boolean functions
Danila A. Gorodecky
A novel polynomial expansion method of symmetric Boolean functions is described. The method is efficient for symmetric Boolean function with small set of valued numbers and has the…