Quantum Computing with Quantum Dots
... satisfied in order to obtain a reliable QC system are: (1) a scalable system, (2) the ability to initialize qubits (3) relatively long decoherence times (longer than the gate operation times), (4) a qubit-specific read-out capability, and (5) a universal set of quantum gates [14]. We base our analys ...
... satisfied in order to obtain a reliable QC system are: (1) a scalable system, (2) the ability to initialize qubits (3) relatively long decoherence times (longer than the gate operation times), (4) a qubit-specific read-out capability, and (5) a universal set of quantum gates [14]. We base our analys ...
Fulltext PDF - Indian Academy of Sciences
... for the strong interaction between the quarks. Assigning the color as red, blue or green to the quarks suggests a nice property of the quark combinations found in the nature. All naturally o'ccurring particles are colorless. By colorless, we mean that either the total amount of each color is zero (f ...
... for the strong interaction between the quarks. Assigning the color as red, blue or green to the quarks suggests a nice property of the quark combinations found in the nature. All naturally o'ccurring particles are colorless. By colorless, we mean that either the total amount of each color is zero (f ...
Chapter 2 Rydberg Atoms
... and the nucleus (I), further lifting the degeneracy of the states which are split according to the total angular momentum F = j + I. As with the fine-structure splitting, the Wigner-Eckart theorem can be used to find the matrix elements in the hyperfine basis in terms of the reduced matrix element � ...
... and the nucleus (I), further lifting the degeneracy of the states which are split according to the total angular momentum F = j + I. As with the fine-structure splitting, the Wigner-Eckart theorem can be used to find the matrix elements in the hyperfine basis in terms of the reduced matrix element � ...
Momentum and Impulse
... – There are two kinds of momentum, linear and angular. A spinning object has angular momentum; an object traveling with a velocity has linear momentum. For now, and throughout chapter 7, we'll deal with linear momentum, and just refer to it as momentum, without the “linear”. – Things to know about m ...
... – There are two kinds of momentum, linear and angular. A spinning object has angular momentum; an object traveling with a velocity has linear momentum. For now, and throughout chapter 7, we'll deal with linear momentum, and just refer to it as momentum, without the “linear”. – Things to know about m ...
3.8
... obtained for the above equations. Similarly, we can obtain a solution for the initial conditions pT ( 0 ) 1 and p A( 0) pC ( 0) pG ( 0 ) 0 , and so on. For the detail of the solution, see Li (1986). ...
... obtained for the above equations. Similarly, we can obtain a solution for the initial conditions pT ( 0 ) 1 and p A( 0) pC ( 0) pG ( 0 ) 0 , and so on. For the detail of the solution, see Li (1986). ...
Closed timelike curves make quantum and classical computing equivalent
... is simply that the state space and the set of transformations are such that fixed points exist. It might be thought mysterious that nature ‘finds’ a fixed point r of F: how, one might ask, does nature do this? Does nature not have to find r before the CTC computation starts, so that, in some sense, runn ...
... is simply that the state space and the set of transformations are such that fixed points exist. It might be thought mysterious that nature ‘finds’ a fixed point r of F: how, one might ask, does nature do this? Does nature not have to find r before the CTC computation starts, so that, in some sense, runn ...
doc - Dartmouth Math Home
... Bose-Einstein Condensation (BEC) is a quantum physical phenomenon that occurs in some substances at very low temperatures (~1˚ K). It applies to any collection of bosonic particles. These are quantum particles with integer spin, such as a deuteron (a bound proton and neutron), or a Helium atom in it ...
... Bose-Einstein Condensation (BEC) is a quantum physical phenomenon that occurs in some substances at very low temperatures (~1˚ K). It applies to any collection of bosonic particles. These are quantum particles with integer spin, such as a deuteron (a bound proton and neutron), or a Helium atom in it ...
pdf - ISI Foundation
... 共Received 23 January 2009; published 4 March 2009兲 Quantum phase transitions that take place between two distinct topological phases remain an unexplored area for the applicability of the fidelity approach. Here, we apply this method to spin systems in two and three dimensions and show that the fide ...
... 共Received 23 January 2009; published 4 March 2009兲 Quantum phase transitions that take place between two distinct topological phases remain an unexplored area for the applicability of the fidelity approach. Here, we apply this method to spin systems in two and three dimensions and show that the fide ...
Initial condition dependence and wave function
... former alternative, which also seems to be the consensus among the majority of the physics community. See, e.g., [10,52,55,56] for a general discussion. If one assumes that gravity is quantized, then the outstanding success of General Relativity implies that quantum aspects pertaining to the gravita ...
... former alternative, which also seems to be the consensus among the majority of the physics community. See, e.g., [10,52,55,56] for a general discussion. If one assumes that gravity is quantized, then the outstanding success of General Relativity implies that quantum aspects pertaining to the gravita ...
Chapter 6 Rotational File
... rotational dynamics are important in many fields of study • Angular momentum may be conserved • Angular momentum may be changed by exerting a torque Introduction ...
... rotational dynamics are important in many fields of study • Angular momentum may be conserved • Angular momentum may be changed by exerting a torque Introduction ...
The p orbital paradox
... Y+ = (3/4π)1/2 sin Θ cos Φ Y- = (3/4π)1/2 sin Θ sin Φ Y0 = (3/4π)1/2 cos Θ Each of the three orbitals has the different radial elements, since two of the functions depend on Φ and Θ. It will turn out that the three orbitals are each aligned along a different axis in the Cartesian plane. Using the Ca ...
... Y+ = (3/4π)1/2 sin Θ cos Φ Y- = (3/4π)1/2 sin Θ sin Φ Y0 = (3/4π)1/2 cos Θ Each of the three orbitals has the different radial elements, since two of the functions depend on Φ and Θ. It will turn out that the three orbitals are each aligned along a different axis in the Cartesian plane. Using the Ca ...
A Primer on Resonances in Quantum Mechanics
... These solutions represent a special case of scattering states for which the 'capture' of the incident wave produces delays in the scattered wave. The 'time of capture' can be connected with the lifetime of a decaying system (resonance state) which is composed by the scatterer and the incident wave. ...
... These solutions represent a special case of scattering states for which the 'capture' of the incident wave produces delays in the scattered wave. The 'time of capture' can be connected with the lifetime of a decaying system (resonance state) which is composed by the scatterer and the incident wave. ...