Abstract: This paper addresses the problem of Joint approximate diagonalization (JAD) of a set of given matrices and proposes a new efficient iterative algorithm for JAD that based on the ...
This is a parallelized project aimed at accelerating the diagonalization of matrices through parallelization techniques. The project utilizes OpenMP to achieve a ...
I want to rotate quaternions. To do that, I use a "matrix exponential function," which extends the variable inside an exponential function to a matrix. Matrix exponential functions are calculated ...
Overview This project implements a novel symmetric-key cipher that operates on square matrices of reversed-ASCII values rather than on raw bytes. The encryption key is derived from the ...
Consider a vector space V and a linear mapping $${f: V \to V}$$. f is a mapping that takes elements of V and maps them to other elements. Let $${p_v}$$ be the mapping that gives coordinates with ...
Error rates in constructing quantum circuits for diagonal matrices have decreased by a factor of 0.1 compared to existing methods, representing a substantial ...
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