Eduardo S. G. Leandro

collaborators

2 papers

math-ph2018

Schrödinger formalism for a particle constrained to a surface in $R_{1}^{3}$

Renato Teixeira, Eduardo S. G. Leandro, Luiz C. B. da Silva +1

In this work it is studied the Schrödinger equation for a non-relativistic particle restricted to move on a surface $S$ in a three-dimensional Minkowskian medium $R_{1}^{3}$ ,…

math.DS2017

Factorization of the Stability Polynomials of Ring Systems

Eduardo S. G. Leandro

Let $D_{n}$ be the dihedral group with $2 n$ elements, and suppose $n$ is greater than one. We call ring system a finite $D_{n}$ -symmetric set of points in $R^{2}$ . Ring systems…

Schrödinger formalism for a particle constrained to a surface in R13​

Factorization of the Stability Polynomials of Ring Systems

Schrödinger formalism for a particle constrained to a surface in $R_{1}^{3}$