Stochastic nonlinear wave equations and Schrödinger equations are important areas of study in mathematical physics, particularly in understanding how waves behave under random influences.

Discrete nonlinear Schrödinger equations (DNSEs ... These equations are essential for understanding wave propagation in discrete media, where the interactions between particles or waves can ...

Our physics expert picks his top-five equations, plus a scheme to supply US power needs with a bucket of baseballs. Thanks, ...

In the quantum scale the particles act according to a wave-like behavior. Therefore, a given quantum particle can be represented as a wavefunction which can be related to the space and time ...

Keywords: Schrödinger equation; Relativistic equations; Mathematical derivation; Teaching of quantum mechanics Neste artigo, apresentamos uma derivação das equações relativísticas da Mecânica Quântica ...

In the quantum scale the particles act according to a wave-like behavior. Therefore, a given quantum particle can be represented as a wavefunction which can be related to the space and time ...

The equation at the heart of his publication became known as Schrödinger's wave equation. This was the second theoretical explanation of electrons in an atom, following Werner Heisenberg's matrix ...

Schrödinger’s equation, when applied to the entire universe, predicts superpositions that proliferate endlessly. These superpositions split the wave function into multiple universes or ...

Abstract: We show that smooth solutions to nonlinear wave and Schrödinger equations involving coercive nonlinearities of polynomial type with arbitrarily strong growth are unique among distribution ...

Here we show how this idea, and the analytical method that this naturally suggests, leads to a simple proof of global existence and scattering for quadratic nonlinear Schrödinger equations in three ...