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In 1926 the Austrian physicist Erwin Schrödinger constructed a mathematical "wave mechanics" based on this proposal.
A short time later, Erwin Schrödinger formulated a version of quantum mechanics based on his wave equation.
The method is verified by numerical fracture mechanics based on the cyclic J-integral.
New discrete mechanics based on the assumption of the discrete time is proposed.
Physicists uncomfortable with Heisenberg's abstract mathematics took up with a friendlier version of quantum mechanics based on the familiar mathematics of waves.
Wynn and Coolidge conclude that today, Neanderthals would be commercial fishermen or mechanics, based on their enormous strength and ability to learn the motor procedures needed.
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This paper offers a new approach to computational homogenization in dissipative electro-mechanics based on a rigorous exploitation of rate-type and incremental variational principles, governing the scale bridging between micro- and macroscales.
Interesting game mechanic based on spells and timing.
In this part, we present the fractional Nambu mechanic based on fractional generalization of the form (3.6).
If successful in medical services, we might pay the grocer based on our nutritional status, not on the volume of milk sold to us, and pay the mechanic based on where the car has taken us.
From early 1926 the Austrian physicist Erwin Schrödinger, working at the University of Zurich, began to explicate a different form of quantum mechanics based not on matrices but on waves.
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