10 citations · 10 across the 6 of their papers we have counts for
6 papers
Tale of Tilted Washboards of Potential Energy
Celso L. Ladera, E. Stella
Tilted washboard potentials are periodic functions of potential energy whose graphs remind the profiles of inclined washboards for scrubbing clothes. Practically unknown until the…
Riemann Zeroes from a Parametric Oscillator analyzed with Adiabatic Invariance, Hill Equation and the Least Action Principle
Eduardo Stella, Celso L. Ladera
Adiabatic Invariance (AdI), Hill Equation formalism (HEF), and the Least Action Principle (LAP), three relevant tools of theoretical physics are here separately applied to a one-di…
New generating and counting Functions of prime numbers applied to approximate Chebyschev 2nd class function and the least action principle applied to find non-trivial roots of the Zeta function and to Riemann Hypothesis
Eduardo Stella, Celso L Ladera, Guillermo Donoso
We introduce a new set of prime numbers functions including an exact Generating Function and a Discriminating Function of Prime Numbers neither based on prime number tables nor on…
Andreev levels as a first approach to quantum computing with high Tc superconductors
Manuel Morgado, Celso L. Ladera
A computing platform based on low temperature superconductors (LTS) has already been proven both theoretically and experimentally. However, qubits based on high Tc superconductors…
Quantum Discord of -Deformed Bipartite Entangled Oscillators
E. Castro, S. Díaz-Solórzano, R. Gómez +2
Quantum correlations in compound systems are of great importance, and they are fundamental resource for the development of quantum computation protocols and quantum information. In…
Unveiling the physics of the Thomson jumping ring
Celso L. Ladera, Guillermo Donoso
We present a new model, and the validating experiments, that unveil the rich physics behind the flight of a conductive ring in the Thomson experiment, a physics veiled by the fast…