1 citations · 3 across the 6 of their papers we have counts for
6 papers
Energies of Two-State Systems
Uri Levy
Energies of quantum states are given by the arguments of phase-evolution exponentials. It follows then that an analysis of the energies of a two-state system (TSS) can revolve arou…
Characteristics of Equilibrated Nonlinear Oscillator Systems
Uri Levy
During the evolution of coupled nonlinear oscillators on a lattice, with dynamics dictated by the discrete nonlinear Schrödinger equation (DNLSE systems), two quantities are conser…
Ground States of Coupled Nonlinear Oscillator Systems
Uri Levy
The dynamics of coupled nonlinear oscillator systems is often described by the classical discrete nonlinear Schrodinger equation (DNLSE). In its simplest version, the DNLSE is made…
Electrical-Field Distributions in Waveguide Arrays - Exact and Approximate
Uri Levy, Yaron Silberberg
Five methods of calculating electrical field distributions in one dimensional wave-guide arrays are reviewed. We analytically solve the scalar Helmholtz Equation and, based on the…
Magnetic Towers of Hanoi and their Optimal Solutions
Uri Levy
The Magnetic Tower of Hanoi puzzle - a modified "base 3" version of the classical Tower of Hanoi puzzle as described in earlier papers, is actually a small set of independent siste…
The Magnetic Tower of Hanoi
Uri Levy
In this work I study a modified Tower of Hanoi puzzle, which I term Magnetic Tower of Hanoi (MToH). The original Tower of Hanoi puzzle, invented by the French mathematician Edouard…