Gonzalez-MestresICNFP2016talkPPTX
... This provided a recipe for experimental tests of the fundamental principles underlying the laws of nature. In the past decades, numerous ingenious Bell inequality tests have been reported. However, because of experimental limitations, all experiments to date required additional assumptions to obtai ...
... This provided a recipe for experimental tests of the fundamental principles underlying the laws of nature. In the past decades, numerous ingenious Bell inequality tests have been reported. However, because of experimental limitations, all experiments to date required additional assumptions to obtai ...
String Theory
... Supersymmetry is a special type of symmetry in which every boson, a particle that transmits a force, there is a corresponding fermion, a particle that makes up matter. Supersymmetry is required for String Theory to be correct. ...
... Supersymmetry is a special type of symmetry in which every boson, a particle that transmits a force, there is a corresponding fermion, a particle that makes up matter. Supersymmetry is required for String Theory to be correct. ...
Notes
... discussed later. But simpler, because U (1) is abelian; for general G, the structure constants of g give interactions, absent here. On the other hand, more complicated because not supersymmetric. References: Witten lecture notes (Sec 8-10), Witten paper hepth/9505186. ...
... discussed later. But simpler, because U (1) is abelian; for general G, the structure constants of g give interactions, absent here. On the other hand, more complicated because not supersymmetric. References: Witten lecture notes (Sec 8-10), Witten paper hepth/9505186. ...
Quantum Mechanics from Periodic Dynamics: the bosonic case
... the proportionality constant is the reduced Planck constant ~ and thus we naturally get the de Broglie relation Rt (p̄) ≡ ~/Ē(p̄) = 1/ω̄(p̄). Since the period is related to the inverse of the fundamental energy Ē, and not to the inverse of an invariant mass as in the KK theory, the compactificatio ...
... the proportionality constant is the reduced Planck constant ~ and thus we naturally get the de Broglie relation Rt (p̄) ≡ ~/Ē(p̄) = 1/ω̄(p̄). Since the period is related to the inverse of the fundamental energy Ē, and not to the inverse of an invariant mass as in the KK theory, the compactificatio ...
Another version - Scott Aaronson
... After 20 years, no fundamental obstacle has been found, but who knows? Can’t we “meet the physicists halfway,” and show computational hardness for quantum systems closer to what they actually work with now? ...
... After 20 years, no fundamental obstacle has been found, but who knows? Can’t we “meet the physicists halfway,” and show computational hardness for quantum systems closer to what they actually work with now? ...
Atom is a basic unit of matter that consists of a nucleus
... tiny masses proportional to the volume implied by these dimensions. Atoms in solid states (or, to be precise, their electron clouds) can be observed individually using special instruments such as the scanning tunneling microscope. Hydrogen-1 (one proton + one electron) is the simplest form of atoms, ...
... tiny masses proportional to the volume implied by these dimensions. Atoms in solid states (or, to be precise, their electron clouds) can be observed individually using special instruments such as the scanning tunneling microscope. Hydrogen-1 (one proton + one electron) is the simplest form of atoms, ...
Erwin Schroedinger, Max Born and Wave Mechanics
... Studied physics under Max Born and soon became his assistant Most famous for his discovery of The uncertainty principle which says that you cannot measure the position (x) and the momentum (p) of a particle with precision, the more accurate one of your values is, the less accurate the other will be ...
... Studied physics under Max Born and soon became his assistant Most famous for his discovery of The uncertainty principle which says that you cannot measure the position (x) and the momentum (p) of a particle with precision, the more accurate one of your values is, the less accurate the other will be ...
5 -2 Newton Mechanics
... * The relation between a force and acceleration it causes by Isaac Newton *The study of that relation as Newton presented it ,is called Newtonian mechanics. * If the speeds of the interacting bodies are very large , Newtonian mechanics does not apply , and we must replace Newtonian mechanics with an ...
... * The relation between a force and acceleration it causes by Isaac Newton *The study of that relation as Newton presented it ,is called Newtonian mechanics. * If the speeds of the interacting bodies are very large , Newtonian mechanics does not apply , and we must replace Newtonian mechanics with an ...
Testing Lorentz Invariance in High-Energy
... For example, the discovery that in string theory the tachyon potential often contains a minimum where Lorentz symmetry would be spontaneously broken spurred a great deal of interest in this subject. [Kostelecký and Samuel, PRD 39, 683 (1989)] ...
... For example, the discovery that in string theory the tachyon potential often contains a minimum where Lorentz symmetry would be spontaneously broken spurred a great deal of interest in this subject. [Kostelecký and Samuel, PRD 39, 683 (1989)] ...
