Variations on Quantum Theory
... value for the concrete oscillator, not the Planck constant. When we consider twodimensional ocillators, two types of commutation appear like the commutators for bozons and fermions. I consider also some another aspects of the quantum – classic analogy. I show, there is very much of common details in ...
... value for the concrete oscillator, not the Planck constant. When we consider twodimensional ocillators, two types of commutation appear like the commutators for bozons and fermions. I consider also some another aspects of the quantum – classic analogy. I show, there is very much of common details in ...
ppt3 - Zettaflops
... complex. At equilibrium two-time correlations are needed, which cannot be seen by the inhabitant. ...
... complex. At equilibrium two-time correlations are needed, which cannot be seen by the inhabitant. ...
Fall 2012 PHY 335 MODERN PHYSICS / 3 credits. Topics in Modern
... (a) Ability to perform a mathematical formulation of a physical system (b) Ability to discuss (mathematically and linguistically) a physical system drawing upon a welldeveloped foundation built upon physical fundamentals. (c) Ability to formulate complex arguments based upon physical foundations and ...
... (a) Ability to perform a mathematical formulation of a physical system (b) Ability to discuss (mathematically and linguistically) a physical system drawing upon a welldeveloped foundation built upon physical fundamentals. (c) Ability to formulate complex arguments based upon physical foundations and ...
3.2 Conserved Properties/Constants of Motion
... These quantum numbers are a adequate description of an electronic state of an Hydrogen atom (But who can for example imagine the Eigenvector of the rotational momentum operator?). These information allow to calculate the atomic orbitals. BUT: the electron is not somewhere in this orbital with a well ...
... These quantum numbers are a adequate description of an electronic state of an Hydrogen atom (But who can for example imagine the Eigenvector of the rotational momentum operator?). These information allow to calculate the atomic orbitals. BUT: the electron is not somewhere in this orbital with a well ...
The Future of Computer Science
... The radiation seems thermal (uncorrelated with whatever fell in). But if quantum mechanics is true, then it can’t be! Susskind, ‘t Hooft 1990s: “Black-hole complementarity.” Idea that quantum states emerging from black hole are somehow “the same states” as the ones trapped inside, just measured in a ...
... The radiation seems thermal (uncorrelated with whatever fell in). But if quantum mechanics is true, then it can’t be! Susskind, ‘t Hooft 1990s: “Black-hole complementarity.” Idea that quantum states emerging from black hole are somehow “the same states” as the ones trapped inside, just measured in a ...
Physics 451 Quantum Mechanics
... Introduction to Quantum mechanics Essential ideas 1) Uncertainty principle: Conjugates quantities of a particle (ex: position & momentum) can not be known simultaneously within a certain accuracy limit 2) Quantization: The measurement of a physical quantity in a confined system results in quanta (t ...
... Introduction to Quantum mechanics Essential ideas 1) Uncertainty principle: Conjugates quantities of a particle (ex: position & momentum) can not be known simultaneously within a certain accuracy limit 2) Quantization: The measurement of a physical quantity in a confined system results in quanta (t ...
Announcements
... After Inflation, the strong nuclear force “freezes out” and the universe enters the Quark Epoch The universe is now a quark-gluon plasma. The quarks were created in the Unified Era and ...
... After Inflation, the strong nuclear force “freezes out” and the universe enters the Quark Epoch The universe is now a quark-gluon plasma. The quarks were created in the Unified Era and ...
Canonical quantum gravity
... The final state is thermal it implies that a pure state evolved into a a mixed state. This is not allowed in ordinary quantum mechanics. But we just showed that in relational quantum mechanics, pure states evolve naturally into mixed states. Therefore this would provide a way to avoid the paradox, p ...
... The final state is thermal it implies that a pure state evolved into a a mixed state. This is not allowed in ordinary quantum mechanics. But we just showed that in relational quantum mechanics, pure states evolve naturally into mixed states. Therefore this would provide a way to avoid the paradox, p ...
ppt
... macroscopic variable appears to be obeying the prescriptions of QM. Stage 2. One looks for direct evidence for QIMDS, in contexts where it does not (necessarily) exclude macrorealism. Stage 3. One conducts an experiment which is explicitly designed so that if the results specified by QM are observed ...
... macroscopic variable appears to be obeying the prescriptions of QM. Stage 2. One looks for direct evidence for QIMDS, in contexts where it does not (necessarily) exclude macrorealism. Stage 3. One conducts an experiment which is explicitly designed so that if the results specified by QM are observed ...
Skill Assessment Sheet Modern Atomic Theory (Quantum Mechanics)
... I am approaching proficiency in meeting the standard. ( I could finish with some help) I can consistently demonstrate proficiency in meeting the standard. ( I can do this and will be able to do it later) I can consistently exceed key concepts, processes & skills. Exceeds the standard ( I can do more ...
... I am approaching proficiency in meeting the standard. ( I could finish with some help) I can consistently demonstrate proficiency in meeting the standard. ( I can do this and will be able to do it later) I can consistently exceed key concepts, processes & skills. Exceeds the standard ( I can do more ...
Another version - Scott Aaronson
... The HH Hardness Result Set Equality: Given two efficiently-computable injective functions f,g:{0,1}n{0,1}p(n). Promised that Range(f) and Range(g) are either equal or disjoint. Decide which. In the black-box setting, this problem takes (2n/3) time even with a quantum computer (tight result by Zha ...
... The HH Hardness Result Set Equality: Given two efficiently-computable injective functions f,g:{0,1}n{0,1}p(n). Promised that Range(f) and Range(g) are either equal or disjoint. Decide which. In the black-box setting, this problem takes (2n/3) time even with a quantum computer (tight result by Zha ...
Daniel Bernoulli
... quantity of matter only. • Weight is proportional to quantity of matter and gravity. – You may be weightless in outer space but never massless! ...
... quantity of matter only. • Weight is proportional to quantity of matter and gravity. – You may be weightless in outer space but never massless! ...
26-06-2015-Juan-Maldacena (2)
... • Quantum mechanics suggests that there should be an exact description where entropy does not increase. (As viewed from outside). And where Hawking radiation is not mixed. • 2nd law suggests that information is not lost (if information were lost, why should the 2nd law be valid ?). View entropy as t ...
... • Quantum mechanics suggests that there should be an exact description where entropy does not increase. (As viewed from outside). And where Hawking radiation is not mixed. • 2nd law suggests that information is not lost (if information were lost, why should the 2nd law be valid ?). View entropy as t ...
Baby-Quiz
... 2. Suppose you were a nineteenth-century scientist who had just discovered a new phenomenon known as Zeta rays. What experiment could you perform to define if Zeta rays are charged particles or e/m waves? Could this experiment distinguish between neutral particles and an e/m wave? 3. If a metal surf ...
... 2. Suppose you were a nineteenth-century scientist who had just discovered a new phenomenon known as Zeta rays. What experiment could you perform to define if Zeta rays are charged particles or e/m waves? Could this experiment distinguish between neutral particles and an e/m wave? 3. If a metal surf ...
Quantum Mechanics - Indico
... interpretation may have to be revised, not for philosophical reasons, but to enable us to construct more concise theories, recovering e.g. locality (which appears to have been lost in string theory). The “random numbers”, inherent in the usual statistical interpretation of the wave functions, may we ...
... interpretation may have to be revised, not for philosophical reasons, but to enable us to construct more concise theories, recovering e.g. locality (which appears to have been lost in string theory). The “random numbers”, inherent in the usual statistical interpretation of the wave functions, may we ...