walsh - hadamard transformation of a convolution

walsh - hadamard transformation of a convolution

;M. Zajac;J. Kotuliakova;A. Usakova
molecular therapy : the journal of the american society of gene therapy 2002 Vol. 11 pp. 40-42
63
zajac2002radioengineeringwalsh

Abstract

A convolution is mathematical operation used in signal processing,in the homomorphous signal processing and digital image processing(e.g. image interpolation). In regard of computational complexity ofthe convolution in the time domain, it used to calculate in the otherdomain. Exp. x(n) * h(n) R X(W) × H(W), resp. X(W) × H(W),shows that a convolution in the time domain corresponds tomultiplication in the Z domain, respectively frequency domain. Thispaper shows utilization of Walsh-Hadamard orthogonal transformationsfor convolution.

Citation

ID: 174583
Ref Key: zajac2002radioengineeringwalsh
Use this key to autocite in SciMatic or Thesis Manager

References

Blockchain Verification

Account:
NFT Contract Address:
0x95644003c57E6F55A65596E3D9Eac6813e3566dA
Article ID:
174583
Unique Identifier:
Network:
Scimatic Chain (ID: 481)
Loading...
Blockchain Readiness Checklist
Authors
Abstract
Journal Name
Year
Title
5/5
Creates 1,000,000 NFT tokens for this article
Token Features:
  • ERC-1155 Standard NFT
  • 1 Million Supply per Article
  • Transferable via MetaMask
  • Permanent Blockchain Record
Blockchain QR Code
Scan with Saymatik Web3.0 Wallet

Saymatik Web3.0 Wallet