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Quantum Strategies V 82, N 5
Quantum Strategies V 82, N 5

... which problems can be solved more efficiently by quantum algorithms than by classical ones. We may hope that the game theoretic perspective will suggest new possibilities for efficient quantum algorithms. Another natural question to ask is what happens if both players use quantum strategies. By cons ...
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The Other Half of Physics

... away from thinking about physics in terms of material objects and their interactions, and come back to reality. When we look closely at the nexus of physics and information in the physical terms of objects and their interactions, then not only do we find that the two options of “bit from it” and “it ...
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A Post Processing Method for Quantum Prime Factorization

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Friction force: from mechanics to thermodynamics

... cipia that the only way the outside can act on the system and change its state is by means of “force”. Looking at the system from a mechanical point of view, in particular assuming that the only action of the outside on the system is by means of force, it is immediately clear that mechanical energy ...
Definite Integral and the Gibbs Paradox
Definite Integral and the Gibbs Paradox

... In many textbooks on thermodynamics and statistical physics, there are some erroneous formulas. The causes are: 1. The dimension is not correct; 2. When the definite integral should be used on all terms of a differential equation, some terms are integrated definitely but others not; 3. The basic not ...
Microsoft Word _ arxiv paper - Philsci
Microsoft Word _ arxiv paper - Philsci

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... The two procedures together correct up to d errors that can each be either an X-error or a Z-error — and, since Y = iXZ, they can also be Y-errors From this, a standard linearity argument can be applied to show that the code corrects up to d arbitrary errors (that is, the error can be any quantum op ...
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The First Three Minutes of Creation

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... Alternative Formulations of Quantum Mechanics  Quantum mechanical wave functions are not directly measurable in experiment. But is it possible to formula quantum mechanics in terms of observables? – Heisenberg’s matrix mechanics (1925) – Wigner’s phase-space distributions (1932) – Feynman path int ...
Charles Kittel, Introduction to Solid State Physics, 8th Edition
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... biotechnology and medicine. Solid State Physics deals with the properties (e.g. electrical, mechanical, optical) of collections of objects (e.g. atoms) in solid matter -- but given that most things around us (including us) are more or less solid, you can begin to see why it has become such a big fie ...
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... The Quantum-Mechanical Model of the Atom Erwin Schrödinger showed that the electron may be visualized as being in rapid motion within one of several regions of space located around the nucleus. He called these regions “orbitals” Some scientists call the occupancy of these orbitals “electron densitie ...
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... (ii) Hermitian operators for dynamical variables (iii) Operators for position, momentum, ang. Mom. (iv) Result of measurement 1.5 Commutators, compatibility, uncertainty principle 1.6 Time-dependence of Ψ ...
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equilibrium and activation energy

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... matter wave, the notion of “existence” of a physical entity, at its most fundamental level, begins to deviate from our conventional wisdom  The existence of an entity is now no more be deterministic notion (e.g. it either exist or not at all) but only a “probability”  If interested, please read th ...
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... abandon the orbital concept altogether; that is, the wave function for an atom may no longer be taken as the product of one-electron functions. An alternative, fuller approach was first applied to the helium atom by Hylleraas (14, I5), and it remains as the basis for some of the most accurate atomic ...
Physics 101: Lecture 12 Work and Energy
Physics 101: Lecture 12 Work and Energy

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... •Interactions between the electrons/screening (5; this is correct, and the book states this, but it is easy to lose it because of the emphasis they put on S-O coupling, addition of angular momentum etc. . •5 answers were basic non-sequitors •in multi-electron atoms there are more energy levels for t ...
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