For matrices of size N, the coefficients of the characteristic polynomials are indicated as a function of the values of the matrix. For each size, the results are shown for the cases of biological and artificial feedforward connections. We denote κ1 = α11 + α22 + α33, κ2 = α12α21 + α23α32, κ3 = α12α23α31, κ4 = α11α22 + α11α33 + α22α33, κ5 = α11α23α32 + α33α12α21, κ6 = α11α22α33.</p
AbstractLet A∈Fn×n, B∈Fn×t, where F is an arbitrary field. We describe the possible characteristic p...
We introduce an explicit form of the connection coefficients for Appell polynomial sequences via Toe...
<p>Coefficients of the polynomial fit for <i>n</i>, <i>Q</i>, <i>α</i>, and ln <i>A</i>.</p
AbstractThe coefficients of the characteristic polynomial of a matrix are expressed solely as functi...
ABSTRACT. This note presents absolute bounds on the size of the coefficients of the characteristic a...
International audienceThis note presents absolute bounds on the size of the coefficients of the char...
International audienceWe present algorithms and heuristics to compute the characteristic polynomial ...
An explicit expression is provided for the characteristic polynomial of a matrix M of the form M = D...
We present algorithms and heuristics to compute the characteristic polynomial of a matrix given its ...
AbstractComputing the coefficients of the characteristic polynomial is about as hard as matrix multi...
In this paper, we present an algorithm for computing the characteristic polynomial of the pencil (A ...
summary:No polynomial algorithms are known for finding the coefficients of the characteristic polyno...
This article deals with the computation of the characteristic polynomial of dense matrices over smal...
AbstractThe coefficients of the characteristic polynomial of a matrix are expressed solely as functi...
Results are given from which expressions for the coefficients of the simple circuit polynomial of a ...
AbstractLet A∈Fn×n, B∈Fn×t, where F is an arbitrary field. We describe the possible characteristic p...
We introduce an explicit form of the connection coefficients for Appell polynomial sequences via Toe...
<p>Coefficients of the polynomial fit for <i>n</i>, <i>Q</i>, <i>α</i>, and ln <i>A</i>.</p
AbstractThe coefficients of the characteristic polynomial of a matrix are expressed solely as functi...
ABSTRACT. This note presents absolute bounds on the size of the coefficients of the characteristic a...
International audienceThis note presents absolute bounds on the size of the coefficients of the char...
International audienceWe present algorithms and heuristics to compute the characteristic polynomial ...
An explicit expression is provided for the characteristic polynomial of a matrix M of the form M = D...
We present algorithms and heuristics to compute the characteristic polynomial of a matrix given its ...
AbstractComputing the coefficients of the characteristic polynomial is about as hard as matrix multi...
In this paper, we present an algorithm for computing the characteristic polynomial of the pencil (A ...
summary:No polynomial algorithms are known for finding the coefficients of the characteristic polyno...
This article deals with the computation of the characteristic polynomial of dense matrices over smal...
AbstractThe coefficients of the characteristic polynomial of a matrix are expressed solely as functi...
Results are given from which expressions for the coefficients of the simple circuit polynomial of a ...
AbstractLet A∈Fn×n, B∈Fn×t, where F is an arbitrary field. We describe the possible characteristic p...
We introduce an explicit form of the connection coefficients for Appell polynomial sequences via Toe...
<p>Coefficients of the polynomial fit for <i>n</i>, <i>Q</i>, <i>α</i>, and ln <i>A</i>.</p