- Philsci
... bullet and suggested relativizing existence to one’s state of motion. Others have flatly denounced special relativity as false (which it is, but they mean even if gravitational and quantum effects are negligible). These claims are obviously very radical. Others, like Stein (1991), have claimed that ...
... bullet and suggested relativizing existence to one’s state of motion. Others have flatly denounced special relativity as false (which it is, but they mean even if gravitational and quantum effects are negligible). These claims are obviously very radical. Others, like Stein (1991), have claimed that ...
Adiabatic Geometric Phases and Response Functions
... the freedoms are smaller in number. Thus, when we pick up a single-particle state, it ought to be one that can be written as a random superposition of plane waves in the sense of [27]. This is possible for a system with chaotic classical dynamics. It is these states which can be combined into a Slat ...
... the freedoms are smaller in number. Thus, when we pick up a single-particle state, it ought to be one that can be written as a random superposition of plane waves in the sense of [27]. This is possible for a system with chaotic classical dynamics. It is these states which can be combined into a Slat ...
Pulsed field ionization of Rydberg atoms
... the dynamics of Rydberg alkali-metal atoms that are subjected to a kick from a unidirectional, pulsed electric field @1–13#. The pulses in these experiments are typically short compared to the Rydberg period of the electron. In this case, the electric field kicks the electron giving it an impulse in ...
... the dynamics of Rydberg alkali-metal atoms that are subjected to a kick from a unidirectional, pulsed electric field @1–13#. The pulses in these experiments are typically short compared to the Rydberg period of the electron. In this case, the electric field kicks the electron giving it an impulse in ...
ppt - University of New Mexico
... leads to local-complementation rules for generalized graphs subjected to Clifford gates, which can be expressed as powerful circuit identities. Generalized graph ...
... leads to local-complementation rules for generalized graphs subjected to Clifford gates, which can be expressed as powerful circuit identities. Generalized graph ...
6 Theory of the topological Anderson insulator
... We will now show that disorder can push the phase transition to positive values of m, which is the hallmark of a TAI. Qualitatively, the mechanism is as follows. Elastic scattering by a disorder potential causes states of definite momentum to decay exponentially as a function of space and time. The ...
... We will now show that disorder can push the phase transition to positive values of m, which is the hallmark of a TAI. Qualitatively, the mechanism is as follows. Elastic scattering by a disorder potential causes states of definite momentum to decay exponentially as a function of space and time. The ...
Inequivalence of pure state ensembles for open quantum systems
... Clearly, once the system has reached steady-state then such a stationary ensemble will represent the system for all times t. Now, if the ignorance interpretation were to hold for such an ensemble then it should be possible, in principle, for the experimenter to know which state Π̂k pertains to the s ...
... Clearly, once the system has reached steady-state then such a stationary ensemble will represent the system for all times t. Now, if the ignorance interpretation were to hold for such an ensemble then it should be possible, in principle, for the experimenter to know which state Π̂k pertains to the s ...
Topic 15
... Since this is a “thought experiment” we are free from any practical constraints, and we can locate the particle as precisely as we like by using radiation of shorter and shorter wavelengths. ...
... Since this is a “thought experiment” we are free from any practical constraints, and we can locate the particle as precisely as we like by using radiation of shorter and shorter wavelengths. ...
fundamental_reality\fund_notes_up_math
... A mathematical model often also suggests ways to go deeper into the physical reality. As mathematical physics progressed, it was found that Newton's Laws, cornerstone of the “mechanical universe,” had problems. The French Mathematician Henri Poincare found that Newton’s laws only suffice for two poi ...
... A mathematical model often also suggests ways to go deeper into the physical reality. As mathematical physics progressed, it was found that Newton's Laws, cornerstone of the “mechanical universe,” had problems. The French Mathematician Henri Poincare found that Newton’s laws only suffice for two poi ...