Publications
... IGEC-2 collaboration Results of the IGEC-2 search for gravitational wave bursts during 2005 Phys. Rev. D 76, 102001 (2007) LIGO Scientific collaboration Search for gravitational-wave bursts in LIGO data from the fourth science run Class. Quantum Grav. 24 (2007) 5343-5369 LIGO Scientific collaboratio ...
... IGEC-2 collaboration Results of the IGEC-2 search for gravitational wave bursts during 2005 Phys. Rev. D 76, 102001 (2007) LIGO Scientific collaboration Search for gravitational-wave bursts in LIGO data from the fourth science run Class. Quantum Grav. 24 (2007) 5343-5369 LIGO Scientific collaboratio ...
Quantum phase transitions in atomic gases and condensed matter
... Two-fold degeneracy associated with Ising density wave order: ...
... Two-fold degeneracy associated with Ising density wave order: ...
College 10: Quantum computing
... Double-slit experiment of Young Christiaan Huygens predicted in 1678 that light behaves as a wave. Thomas Young showed in 1805 that this is indeed the case. ...
... Double-slit experiment of Young Christiaan Huygens predicted in 1678 that light behaves as a wave. Thomas Young showed in 1805 that this is indeed the case. ...
Classical/Quantum Dynamics of a Particle in Free Fall
... In x-coordinates that statement becomes m(ẍ + ä) = 0 To recover (1) we have only to set a(t) = 12 g t2 . (We might, more generally, set a(t) = a0 + a1 t + 12 g t2 but in the interest of simplicity I won’t.) Then x = x + 12 g t2 x = x − 12 g t2 Motion which is seen to be free with respect to X is s ...
... In x-coordinates that statement becomes m(ẍ + ä) = 0 To recover (1) we have only to set a(t) = 12 g t2 . (We might, more generally, set a(t) = a0 + a1 t + 12 g t2 but in the interest of simplicity I won’t.) Then x = x + 12 g t2 x = x − 12 g t2 Motion which is seen to be free with respect to X is s ...
Document
... It is well known that longitudinal waves have no firm propagation speed. Since they run toward an oscillating field pointer, also that the speed vector v will oscillate. At so called relativistic speeds within the range of the speed of light the field vortices underlie the Lorentz contraction. This ...
... It is well known that longitudinal waves have no firm propagation speed. Since they run toward an oscillating field pointer, also that the speed vector v will oscillate. At so called relativistic speeds within the range of the speed of light the field vortices underlie the Lorentz contraction. This ...
Analysis of a Quantum Error Correcting Code using Quantum
... CQP is its type system, which ensures that operations can only be applied to data of the appropriate type. The type system is also used to enforce the view of qubits as physical resources, each of which has a unique owning process at any given time. If a qubit is send from A to B, then ownership is ...
... CQP is its type system, which ensures that operations can only be applied to data of the appropriate type. The type system is also used to enforce the view of qubits as physical resources, each of which has a unique owning process at any given time. If a qubit is send from A to B, then ownership is ...
Diagonalization vs. Decoherence
... biology, and, in particular, to adaptive mutation. • What is adaptive mutation? • What is basis-dependent selection? • What has this to do with basis-dependent superposition? ...
... biology, and, in particular, to adaptive mutation. • What is adaptive mutation? • What is basis-dependent selection? • What has this to do with basis-dependent superposition? ...
Many-Electron States - cond
... Fig. 1: Permutation of particles: In 3-dimensional space the permutation is independent of the path along which the particles are exchanged. In 2-dimensional space it matters how the exchange paths wind around each other, giving rise to the braid group and fractional statistics. In 1-dimension, part ...
... Fig. 1: Permutation of particles: In 3-dimensional space the permutation is independent of the path along which the particles are exchanged. In 2-dimensional space it matters how the exchange paths wind around each other, giving rise to the braid group and fractional statistics. In 1-dimension, part ...
Einstein`s contributions to atomic physics
... sciences’ borrowed from the ‘social sciences’. It should be noted that the contributions of Florence Nightingale were of great significance. Although usually remembered as a pioneer in nursing, she was also one of the leading mathematicians of her time. She developed new techniques of analysis and i ...
... sciences’ borrowed from the ‘social sciences’. It should be noted that the contributions of Florence Nightingale were of great significance. Although usually remembered as a pioneer in nursing, she was also one of the leading mathematicians of her time. She developed new techniques of analysis and i ...
Quantum Mechanical Operators and Commutation C I. Bra
... to preparing only eigenstates. Just as one can 'pluck' a violin string or 'pound' a drum head in any manner, experiments can prepare a system in states that are not pure eigenfunctions (i.e., states that do not contain just one eigenfunction in their expansion). However, no matter how the state is p ...
... to preparing only eigenstates. Just as one can 'pluck' a violin string or 'pound' a drum head in any manner, experiments can prepare a system in states that are not pure eigenfunctions (i.e., states that do not contain just one eigenfunction in their expansion). However, no matter how the state is p ...
PPT - Fernando Brandao
... Classically we need Ω(n) bits, unless there is a subexponential time algorithm for SAT Quantumly we need Ω(n) qubits, unless there is a quantum subexponential algorithm for SAT (Marriott and Watrous ’05) But what if we have a quantum state, but with the promise that parts of it are not entangled? ...
... Classically we need Ω(n) bits, unless there is a subexponential time algorithm for SAT Quantumly we need Ω(n) qubits, unless there is a quantum subexponential algorithm for SAT (Marriott and Watrous ’05) But what if we have a quantum state, but with the promise that parts of it are not entangled? ...
IOSR Journal of Applied Physics (IOSR-JAP)
... Derivation is not always possible to find an analytic solution to the Schrodinger Equation. One can always solve the equation numerically, but this is not necessarily the best way to go; one may not be interested in the detailed Eigen functions, but rather only in the energy levels and the qualitati ...
... Derivation is not always possible to find an analytic solution to the Schrodinger Equation. One can always solve the equation numerically, but this is not necessarily the best way to go; one may not be interested in the detailed Eigen functions, but rather only in the energy levels and the qualitati ...
Pdf - Text of NPTEL IIT Video Lectures
... an English Physicist, Mathematician and he is often considered the father of quantum mechanics. He introduced a very clear and a concise mathematical picture for Quantum Mechanics and it is his work which includes spin which derives the spin as natural 4th quantum number and therefore with the relat ...
... an English Physicist, Mathematician and he is often considered the father of quantum mechanics. He introduced a very clear and a concise mathematical picture for Quantum Mechanics and it is his work which includes spin which derives the spin as natural 4th quantum number and therefore with the relat ...
Basics Quantum Mechanics Prof. Ajoy Ghatak Department of
... omega t. We say that because of the two displacements are vibrating in phase the two displacements are in phase, then the resultant displacement will be the algebraic sum of the two the amplitude will become 2a the intensity will become four times and we will have we will have what is known as a rig ...
... omega t. We say that because of the two displacements are vibrating in phase the two displacements are in phase, then the resultant displacement will be the algebraic sum of the two the amplitude will become 2a the intensity will become four times and we will have we will have what is known as a rig ...
Quantum Information Processing through Nuclear Magnetic
... In fact, it is a simple matter to show that, whereas the combined state is a pure state, each component is in a maximally mixed state [5]. States like (1) are pure entangled, and like (2) are separable. In the language of density matrices, strongly separable states are those ones which can be writte ...
... In fact, it is a simple matter to show that, whereas the combined state is a pure state, each component is in a maximally mixed state [5]. States like (1) are pure entangled, and like (2) are separable. In the language of density matrices, strongly separable states are those ones which can be writte ...
Lower Bounds for Quantum Search and Derandomization
... If we do not observe a state, quantum mechanics tells us that it will evolve unitarily. This means that the vector of amplitudes is transformed according to a linear operator that preserves norm (so the sum of the amplitudes squared remains 1). A unitary operator U always has an inverse U −1 , whic ...
... If we do not observe a state, quantum mechanics tells us that it will evolve unitarily. This means that the vector of amplitudes is transformed according to a linear operator that preserves norm (so the sum of the amplitudes squared remains 1). A unitary operator U always has an inverse U −1 , whic ...