An investigation is made of the possible time dependence of decay laws for unstable particles. The probability P(t) that an unstable particle has not decayed at time t is expressed in terms of S-matrix quantities. It is concluded that, contrary to popular belief, the exponential decay law P=e-Γt is only one of a discrete set of possible decay laws
We present a quantum field theoretical derivation of the nondecay probability of an unstable particl...
We use (nonconservative) dynamical semigroups to investigate the decay law of a quantum unstable sys...
Unstable particles are defined in terms of representations of a semigroup containing the Lorentz gro...
We study the time evolution of an unstable particle which decays through a weak interaction. We conc...
We study the decay process of an unstable quantum system, especially the deviation from the exponent...
We analyze the survival probability of unstable particles in the context of quantum field theory. Af...
The relativistic quantum decay laws of moving unstable particles are analyzed for a general class of...
[出版社版]We study the decay process of an unstable quantum system, especially the deviation from the ex...
Results of theoretical studies and numerical calculations presented in the literature suggest that t...
It is well known, both theoretically and experimentally, that the survival probability for an unstab...
We present a quantum field theoretical derivation of the nondecay probability of an unstable particl...
The quantum-mechanical theory of the decay of unstable states is revisited. We show that the decay i...
Relativistic quantum theory shows that the known Einstein time dilation (ED) approximately holds for...
International audienceThe role played by time in the quantum theory is still mysterious by many aspe...
We show that for unstable fundamental particles and β and α emitting nuclides the product of mass M ...
We present a quantum field theoretical derivation of the nondecay probability of an unstable particl...
We use (nonconservative) dynamical semigroups to investigate the decay law of a quantum unstable sys...
Unstable particles are defined in terms of representations of a semigroup containing the Lorentz gro...
We study the time evolution of an unstable particle which decays through a weak interaction. We conc...
We study the decay process of an unstable quantum system, especially the deviation from the exponent...
We analyze the survival probability of unstable particles in the context of quantum field theory. Af...
The relativistic quantum decay laws of moving unstable particles are analyzed for a general class of...
[出版社版]We study the decay process of an unstable quantum system, especially the deviation from the ex...
Results of theoretical studies and numerical calculations presented in the literature suggest that t...
It is well known, both theoretically and experimentally, that the survival probability for an unstab...
We present a quantum field theoretical derivation of the nondecay probability of an unstable particl...
The quantum-mechanical theory of the decay of unstable states is revisited. We show that the decay i...
Relativistic quantum theory shows that the known Einstein time dilation (ED) approximately holds for...
International audienceThe role played by time in the quantum theory is still mysterious by many aspe...
We show that for unstable fundamental particles and β and α emitting nuclides the product of mass M ...
We present a quantum field theoretical derivation of the nondecay probability of an unstable particl...
We use (nonconservative) dynamical semigroups to investigate the decay law of a quantum unstable sys...
Unstable particles are defined in terms of representations of a semigroup containing the Lorentz gro...