Steven Weinberg: “Against Philosophy”
... every point refer to observable quantities. That is, although physical theories may involve aspects that have not yet been studied observationally and would be too expensive to study this year or next year, it would be inadmissible for our theories to deal with elements that could not in principle e ...
... every point refer to observable quantities. That is, although physical theories may involve aspects that have not yet been studied observationally and would be too expensive to study this year or next year, it would be inadmissible for our theories to deal with elements that could not in principle e ...
The GEM theory of Forces Observed in the Eaglework Q
... When this model of EM gravity is combined with Poynting’s theorem, the Kaluza-Klein action falls out as a conserved quantity and can be called the VBE (“Vacuum Bernoulli Equation”) 4 A brief version of it derivation shown below. We assume B2/2o is constant and vary E in time, then the charged parti ...
... When this model of EM gravity is combined with Poynting’s theorem, the Kaluza-Klein action falls out as a conserved quantity and can be called the VBE (“Vacuum Bernoulli Equation”) 4 A brief version of it derivation shown below. We assume B2/2o is constant and vary E in time, then the charged parti ...
Symmetry and Its Violation -unifying concept of universe
... No Maxwell, no radio nor TV. No Röntgen, no X ray picture. No Quantum Mechanics, no modern electronics ...
... No Maxwell, no radio nor TV. No Röntgen, no X ray picture. No Quantum Mechanics, no modern electronics ...
Law vs Theory
... Learning Scale for Theories & Laws (SC.7.N.3.1, SC.6.N.2.2) 4 – All of 3 + Provide historical evidence of changes in scientific knowledge. 3 – All of 2 + Explain why theories may be modified but are rarely discarded. 2 – All of 1 + Explain the difference between a theory and a law. 1 - Recognize ex ...
... Learning Scale for Theories & Laws (SC.7.N.3.1, SC.6.N.2.2) 4 – All of 3 + Provide historical evidence of changes in scientific knowledge. 3 – All of 2 + Explain why theories may be modified but are rarely discarded. 2 – All of 1 + Explain the difference between a theory and a law. 1 - Recognize ex ...
David Deutsch-CONSTRUCTOR THEORY
... physicists are striving to build quantum computers that could, in principle, exploit peculiar aspects of the subatomic realm to perform certain tasks at a far faster rate than today’s classical machines. But the principles defined by Shannon’s theory cannot be applied to information processing by qu ...
... physicists are striving to build quantum computers that could, in principle, exploit peculiar aspects of the subatomic realm to perform certain tasks at a far faster rate than today’s classical machines. But the principles defined by Shannon’s theory cannot be applied to information processing by qu ...
Quantum gravitational contributions to quantum electrodynamics
... of the gravity and electromagnetic fields. The first term is the result of integrating over the spacetime metric and electromagnetic fields; ∆i j is a second order differential operator that can be found from earlier work 22,23 and will not be written down here due to its complexity. It is found by ...
... of the gravity and electromagnetic fields. The first term is the result of integrating over the spacetime metric and electromagnetic fields; ∆i j is a second order differential operator that can be found from earlier work 22,23 and will not be written down here due to its complexity. It is found by ...
Small Amplitude Short Period Crystal Undulators
... Aarhus University, Denmark On behalf of the collaborations CERN NA63 and SLAC E-212 ...
... Aarhus University, Denmark On behalf of the collaborations CERN NA63 and SLAC E-212 ...
The Boltzmann equation
... Boltzmann equation including the bosonic or fermionic statistics. L. Boltzmann, in Wissenschaftliche Abhandlungen, edited by F. Hasenorl (Barth, Leipzig, 1909), Vol. II, p. 83. ...
... Boltzmann equation including the bosonic or fermionic statistics. L. Boltzmann, in Wissenschaftliche Abhandlungen, edited by F. Hasenorl (Barth, Leipzig, 1909), Vol. II, p. 83. ...
15. Crafting the Quantum.IV
... • Electron states in an atom are uniquely characterized by 4 quantum numbers: principle n, azimuthal k, and two magnetic numbers m1, m2. • These states obey an "Exclusion Principle": "There can never be two or more equivalent electrons in an atom for which, in strong fields, the values of all quantu ...
... • Electron states in an atom are uniquely characterized by 4 quantum numbers: principle n, azimuthal k, and two magnetic numbers m1, m2. • These states obey an "Exclusion Principle": "There can never be two or more equivalent electrons in an atom for which, in strong fields, the values of all quantu ...
