2 citations · 2 across the 5 of their papers we have counts for
5 papers
A Coordinatization Theorem for the Jordan algebra of symmetric 2x2 matrices
Jesús Laliena, Victor López Solís, Ivan Shestakov
The Jacobson Coordinatization Theorem describes the structure of unitary Jordan algebras containing the algebra of symmetric nxn matrices over a field F with the same iden…
On a problem by Nathan Jacobson for Malcev algebras
Victor H. López Solís
In this paper we solve a problem for a certain class of Malcev algebras, which is an analogous of an old problem posed by Nathan Jacobson for alternative algebras. Specifically we…
Kronecker factorization theorems for the exceptional Malcev algebra
Victor Hugo López Solís
We prove that a Malcev algebra containing the -dimensional simple non-Lie Malcev algebra such that for any from $\mathca…
Some Results on Analysis and number theory
B. M. Cerna Maguiña, Victor H. López Solís, Dik D. Lujerio Garcia
In this paper we obtain bounds for integer solutions of quadratic polynomials in two variables that represent a natural number. Also we get some results on twin prime numbers. In a…
On a problem by Nathan Jacobson
Victor H. López Solís, Ivan P. Shestakov
We prove a coordinatization theorem for unital alternative algebras containing 2 x 2 matrix algebra with the same identity element 1. This solves an old problem announced by Nathan…