A maximality result for orthogonal quantum groups
... q-deformations Gq of classical Lie groups G. The idea is as follows: consider the commutative algebra A = C(G). For a suitable choice of generating “coordinates” of this algebra, replace commutativity by the q-commutation relations ab = qba, where q > 0 is a parameter. In this way one obtains an alg ...
... q-deformations Gq of classical Lie groups G. The idea is as follows: consider the commutative algebra A = C(G). For a suitable choice of generating “coordinates” of this algebra, replace commutativity by the q-commutation relations ab = qba, where q > 0 is a parameter. In this way one obtains an alg ...
Scattering theory
... Note: the total cross section σ is the same in both frames, since the total number of collisions that take place does not depend on the frame in which the observation is carried out. However, the differential cross sections dσ/dΩ are not the same in both frames, since the scattering angles (θ,φ) are ...
... Note: the total cross section σ is the same in both frames, since the total number of collisions that take place does not depend on the frame in which the observation is carried out. However, the differential cross sections dσ/dΩ are not the same in both frames, since the scattering angles (θ,φ) are ...
NP-complete Problems and Physical Reality
... Nature to try out all 2n possible solutions to an NP-complete problem in parallel? Indeed, many popular articles on quantum computing have given precisely that impression. The trouble is that if we measure the computer’s state, we see only one candidate solution x, with probability depending on its ...
... Nature to try out all 2n possible solutions to an NP-complete problem in parallel? Indeed, many popular articles on quantum computing have given precisely that impression. The trouble is that if we measure the computer’s state, we see only one candidate solution x, with probability depending on its ...
art 1. Background Material
... a new kind of equation based on combining wave and particle properties needed to be developed to address such issues. These are the so-called Schrödinger equations to which we now turn our attention. As I said earlier, no one has yet shown that the Schrödiger equation follows deductively from some m ...
... a new kind of equation based on combining wave and particle properties needed to be developed to address such issues. These are the so-called Schrödinger equations to which we now turn our attention. As I said earlier, no one has yet shown that the Schrödiger equation follows deductively from some m ...
Distinguishing mixed quantum states: Minimum
... spanned by the two sets of states 兵兩1典 , . . . , 兩k0−1典其 and 兵兩k0典 , . . . , 兩D典其. On the other hand, when negative eigenvalues do not exist it follows that ⌸1 = 0 and ⌸2 = IDS, which means that the minimum-error probability can be achieved by always guessing that the quantum system is in the st ...
... spanned by the two sets of states 兵兩1典 , . . . , 兩k0−1典其 and 兵兩k0典 , . . . , 兩D典其. On the other hand, when negative eigenvalues do not exist it follows that ⌸1 = 0 and ⌸2 = IDS, which means that the minimum-error probability can be achieved by always guessing that the quantum system is in the st ...
Asymptotic Safety in Quantum Gravity and Diffeomorphic Non
... is not static. ’t Hooft [14] has most recently argued how black hole unitarity demands the existence of transformations that can remove firewalls at the standard horizon radius 2GM . A continuity condition is imposed with an antipodal identification as an inevitable consequence. ’t Hooft argued that ...
... is not static. ’t Hooft [14] has most recently argued how black hole unitarity demands the existence of transformations that can remove firewalls at the standard horizon radius 2GM . A continuity condition is imposed with an antipodal identification as an inevitable consequence. ’t Hooft argued that ...
Quantum Networking and Internetworking
... support the movement of data from place to place. The motivations for doing so are the same for both quantum and classical networks: the desire to connect people, devices such as computers or sensors, or databases that are in separate locations, for technical, economic, political, logistical, or som ...
... support the movement of data from place to place. The motivations for doing so are the same for both quantum and classical networks: the desire to connect people, devices such as computers or sensors, or databases that are in separate locations, for technical, economic, political, logistical, or som ...
Full Text
... his/her answer is probed with a four-scale very certain, somewhat certain, somewhat uncertain, very uncertain. The QVMI has been used to find out the development of quantum understanding of senior physics majors only a few studies, such as Belloni and Christian ...
... his/her answer is probed with a four-scale very certain, somewhat certain, somewhat uncertain, very uncertain. The QVMI has been used to find out the development of quantum understanding of senior physics majors only a few studies, such as Belloni and Christian ...
Nicholas Bigelow - University of Rochester
... entanglement purification and quantum repeaters strategies that avoid entanglement degradation while increasing the communication time only polynomially with distance. ...
... entanglement purification and quantum repeaters strategies that avoid entanglement degradation while increasing the communication time only polynomially with distance. ...
PPT1
... Therefore a density operator = |ih| contains all the physical information If a system is not fully prepared (e.g. in a thermal state or in the presence of decoherence) classical uncertainty about the state of the system is present in addition to the quantum nature contained in |i. In these situ ...
... Therefore a density operator = |ih| contains all the physical information If a system is not fully prepared (e.g. in a thermal state or in the presence of decoherence) classical uncertainty about the state of the system is present in addition to the quantum nature contained in |i. In these situ ...
