Slides
... We would like a locally defined system that preserves low expansion in the presence of noise. “toy” example: distributions on LTCs Uniform distribution on a code – low expansion Noisy uniform distribution on a code – could have high expansion. Noisy uniform distribution on an LTC – low exp ...
... We would like a locally defined system that preserves low expansion in the presence of noise. “toy” example: distributions on LTCs Uniform distribution on a code – low expansion Noisy uniform distribution on a code – could have high expansion. Noisy uniform distribution on an LTC – low exp ...
スライド 1
... Tree level 4pt and 1-loop 4pt amplitudes share the same kinematical factor. Then the Low energy limit of 4pt 1-loop amplitudes become ...
... Tree level 4pt and 1-loop 4pt amplitudes share the same kinematical factor. Then the Low energy limit of 4pt 1-loop amplitudes become ...
Barad_On Touching--The Inhuman That Therefore I Am (v1.1)
... on the surface because there were no bits of charge here and there, just a single point carrying a negative charge. But the attempt to push one instability away just produced another, for if the electron is a point particle (and therefore has zero radius), then the selfenergy contribution—that is, t ...
... on the surface because there were no bits of charge here and there, just a single point carrying a negative charge. But the attempt to push one instability away just produced another, for if the electron is a point particle (and therefore has zero radius), then the selfenergy contribution—that is, t ...
Before the Big Bang, There Was
... similarly spread out over all of superspace until it is somehow observed to have a particular set of qualities and laws. That raises another of the big questions. Since nobody can step outside the universe, who is doing the observing? Dr. Wheeler has suggested that one answer to that question may be ...
... similarly spread out over all of superspace until it is somehow observed to have a particular set of qualities and laws. That raises another of the big questions. Since nobody can step outside the universe, who is doing the observing? Dr. Wheeler has suggested that one answer to that question may be ...
Lüders Rule1 The Lüders rule describes a change - Philsci
... goes the transformation T 7→ IRL (T ) = i Pi T Pi = i tr [T Pi ]Tei , the projection postulate then saying that if ak is the actual measurement result, this state collapses to Tek . Lüders measurements offer an important characterization of the compatibility of observables A, B with discrete spectra ...
... goes the transformation T 7→ IRL (T ) = i Pi T Pi = i tr [T Pi ]Tei , the projection postulate then saying that if ak is the actual measurement result, this state collapses to Tek . Lüders measurements offer an important characterization of the compatibility of observables A, B with discrete spectra ...
On the Development of Atomic Theory
... elements in 1869. Mendeleev proved that when all the chemical elements were arranged in the order of increasing atomic weights, there were periodic recurrences of elements which resembled each other. There being a number of blank spaces in his periodic table, Mendeleev rightly predicted the existenc ...
... elements in 1869. Mendeleev proved that when all the chemical elements were arranged in the order of increasing atomic weights, there were periodic recurrences of elements which resembled each other. There being a number of blank spaces in his periodic table, Mendeleev rightly predicted the existenc ...
On Water, Steam and String Theory
... This dependence of the renormalized temperature Tren (τ ) on a change of scale by eτ is what we call the “renormalization group flow” of Tren (τ ). The critical temperature Tc , at which the system is scale invariant, is called a fixed point of this flow. In Thermodynamics and in daily life one usua ...
... This dependence of the renormalized temperature Tren (τ ) on a change of scale by eτ is what we call the “renormalization group flow” of Tren (τ ). The critical temperature Tc , at which the system is scale invariant, is called a fixed point of this flow. In Thermodynamics and in daily life one usua ...
Quantum Control
... new area where the frontier between classical and quantum mechanics may be carefully investigated. • The nonlinearity of the Josephson junction provides anharmonic oscillators, so the quantum states have varying energy-level spacings and two-level can be conveniently manipulated in isolation. • In a ...
... new area where the frontier between classical and quantum mechanics may be carefully investigated. • The nonlinearity of the Josephson junction provides anharmonic oscillators, so the quantum states have varying energy-level spacings and two-level can be conveniently manipulated in isolation. • In a ...
TRM-7
... observed with a state of the art spectrometer of the time, which we would no consider pretty crude) that each spectral line splits in a magnetic field into three spectral lines, one stays at the original position, the spacing of the other two depends linearly on the strength of the magnetic field. I ...
... observed with a state of the art spectrometer of the time, which we would no consider pretty crude) that each spectral line splits in a magnetic field into three spectral lines, one stays at the original position, the spacing of the other two depends linearly on the strength of the magnetic field. I ...
Another version - Scott Aaronson
... Question: What function of |t can we point to on the CFT side, that’s “dual” to wormhole length on the AdS side? Susskind’s Proposal: The quantum circuit complexity C(|t)— that is, the number of gates in the smallest circuit that prepares |t from |0n (Not clear if it’s right, but has surviv ...
... Question: What function of |t can we point to on the CFT side, that’s “dual” to wormhole length on the AdS side? Susskind’s Proposal: The quantum circuit complexity C(|t)— that is, the number of gates in the smallest circuit that prepares |t from |0n (Not clear if it’s right, but has surviv ...
“Nature is made in such a way as to be able to be understood
... calculation of probability distribution, Planck stumbled upon two universal constants: One- Boltzmann’s constant and the other- Quantum of action! ...
... calculation of probability distribution, Planck stumbled upon two universal constants: One- Boltzmann’s constant and the other- Quantum of action! ...
- Philsci
... Secondly, van Fraassen takes the constrained mathematical equivalence between many particle quantum mechanics and Fock Space to be indicative of their empirical equivalence, thus showing that a decision between the representations cannot be made on the grounds of phenomenological adequacy. This does ...
... Secondly, van Fraassen takes the constrained mathematical equivalence between many particle quantum mechanics and Fock Space to be indicative of their empirical equivalence, thus showing that a decision between the representations cannot be made on the grounds of phenomenological adequacy. This does ...