Secure Distributed Linear Algebra in a Constant Number of
... [f ] is computed where f denotes the vector containing the coefficients of the characteristic polynomial of A. – Given a shared (not necessarily square) matrix [A] over a finite field K, we show how to securely compute the rank of A, concretely we can compute [r] where r is a unary encoding of the ...
... [f ] is computed where f denotes the vector containing the coefficients of the characteristic polynomial of A. – Given a shared (not necessarily square) matrix [A] over a finite field K, we show how to securely compute the rank of A, concretely we can compute [r] where r is a unary encoding of the ...
Unique Properties of the Fibonacci and Lucas Sequences
... This discovery of a square root of a matrix can lead in several different directions. We can attempt to generalize this phenomenon for An = αAn−1 + βAn−2 . In addition, there may exist an isomorphism map from sequences and characteristic polynomials to their continued fractions. For example, we can ...
... This discovery of a square root of a matrix can lead in several different directions. We can attempt to generalize this phenomenon for An = αAn−1 + βAn−2 . In addition, there may exist an isomorphism map from sequences and characteristic polynomials to their continued fractions. For example, we can ...
