Erwin Schrodinger

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Noun1.Erwin Schrodinger - Austrian physicist who discovered the wave equation (1887-1961)
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The first thing that happens in the temporal sequence is the interaction of the primary system with the environment via the Schroedinger equation (vN Process 2), and this tends to damp out the off-diagonal elements of the primary system density matrix in the coordinate-space representation.
Several months after Heisenberg initiated quantum mechanics in 1925 [1], Schroedinger introduced wave mechanics with four articles, of translated title Quantisation as a Problem of Proper Values [2,3,4,5], that have since served as a general basis of calculations on microscopic systems for physical and chemical purposes.
The family received friends 20 August 2013 at Schroedinger Northwest Chapel in Columbus, followed by a graveside service at Resurrection Cemetery.
Con mi ejemplo, un fisico llamado Erwin Schroedinger hablo de las multiples posibilidades que tienen las particulas subatomicas antes de ser observadas
En el primer articulo (2006) el autor hace un resumen de los principales fisicos que han teorizado, sobre todo desde la cuantica, sobre este tema: Niels Bohr, Erwin Schroedinger, Warner Heisenberg y Wolfang Pauli.
It turns out that the construction of a Hilbert space is the cornerstone used for calculating successful solutions of the Dirac equation and of its associated Pauli and Schroedinger equations as well.
Where it previously would have taken years to analyse a set of 21 million chemical compounds using a small HPC instance with a few hundred cores, Schroedinger completed the experiment in just three hours.
Y no parece haber una salida natural a este conflicto, que comparativamente ha recibido mucha menos atencion que famosas paradojas como las asociadas con el gato de Schroedinger (problema de la transicion del regimen cuantico al clasico) o con los efectos EPR (problema de la no localidad cuantica).
This analysis is necessary for a future construction of the classical Lagrangian function with magnetic monopoles in solid which have to be used for obtaining, by the correspondence principle, the quantum Schroedinger equation and the corresponding quantum field theory for these systems.
Maybe not quite at the Newton-Einstein-Galileo pinnacle, but right up there with Dirac, Planck, Schroedinger,Weinberg, Feynman, Wheeler, Susskind, Heisenberg and the other colossal intellects who, in the last century, have shaped the way we view the universe.
This is the same duality raised by Schroedinger (1944) when he speaks of order from order and order from disorder.