Gravity originates from variable energy density of
... and supported by a clear physical mechanism originating gravity. This is possible only through a new formulation of the concept of physical space and its properties. The idea of 19th century physics that space is filled with “ether” did not get experimental prove in order to remain a valid concept o ...
... and supported by a clear physical mechanism originating gravity. This is possible only through a new formulation of the concept of physical space and its properties. The idea of 19th century physics that space is filled with “ether” did not get experimental prove in order to remain a valid concept o ...
The Philosophy behind Quantum Gravity
... sense quantum gravity may be conceived of as any theory which couples general relativity (and thus a classical description of gravity) with quantum theory. I argue that the expectation –which serves as a motivation for quantum gravity in the broad sense – that general relativity and quantum theory m ...
... sense quantum gravity may be conceived of as any theory which couples general relativity (and thus a classical description of gravity) with quantum theory. I argue that the expectation –which serves as a motivation for quantum gravity in the broad sense – that general relativity and quantum theory m ...
The Foundational Significance of Leggett`s Non-Local Hidden
... The bulk of Laudisa’s paper [14] is devoted to showing that Leggett and his followers (in particular the authors of [12]) start from a mistaken interpretation of Bell’s theorem, which I shall call the LR view. Adherents of this view believe that Bell’s theorem is based on two independent assumptions ...
... The bulk of Laudisa’s paper [14] is devoted to showing that Leggett and his followers (in particular the authors of [12]) start from a mistaken interpretation of Bell’s theorem, which I shall call the LR view. Adherents of this view believe that Bell’s theorem is based on two independent assumptions ...
Tunneling between Edge States in a Quantum Spin Hall System
... draws on the exploration of topologically nontrivial quantum states. Experimentally realized examples, which are by now well understood, are given by the integer [1] and fractional [2] quantum Hall states. These states defy a classification in terms of the standard Ginzburg-Landau theory of symmetry ...
... draws on the exploration of topologically nontrivial quantum states. Experimentally realized examples, which are by now well understood, are given by the integer [1] and fractional [2] quantum Hall states. These states defy a classification in terms of the standard Ginzburg-Landau theory of symmetry ...
Consequences and Limits of Nonlocal Strategies
... • k-COLOR: does G have a k-coloring ? • k-CLIQUE: does G have a clique of size k ? • HAM-PATH: does G have a Hamiltonian path? • EUL-PATH: does G have an Eulerian path? ...
... • k-COLOR: does G have a k-coloring ? • k-CLIQUE: does G have a clique of size k ? • HAM-PATH: does G have a Hamiltonian path? • EUL-PATH: does G have an Eulerian path? ...
IOSR Journal of Mathematics (IOSR-JM)
... measuring apparatus itself as a quantum entity, which is a part of the entire quantum system consisting of the original system under observation together with this measuring apparatus. The apparatus is, after all, constructed in terms of the continuous and deterministic U. How, then, can the discont ...
... measuring apparatus itself as a quantum entity, which is a part of the entire quantum system consisting of the original system under observation together with this measuring apparatus. The apparatus is, after all, constructed in terms of the continuous and deterministic U. How, then, can the discont ...
