By using the Maxwell equations in a Schrödinger-like form, the geometric phase in photon systems is calculated. This approach provides a unified way to discuss geometric phases in both photon (massless) and other massive particle systems. The concept of parameter space is not introduced in our discussion. So all complications caused by it can be avoided. In principle, this approach can used to calculate the geometric phase in any cyclic evolution of photon systems
The geometric phase in quantum mechanics was originally elucidated in the context of the adiabatic t...
A mapping is established in connecting density matrices, associated with an evolution of a quantum o...
Whenever a classical or quantum system undergoes a cyclic evolution governed by a slow change of pa...
The usual definition of a geometric phase involves particular conditions on the behaviour of the st...
We define a new unitary operator in the Hubert space of a quantum system which parallel transports t...
The nonadiabatic geometric phase for an arbitrary cyclic evolution of the state vector for a system ...
We consider the geometric phases arising in the lossless propagation of light pulses through a mediu...
A new approach to the theory of the geometric phase in quantum mechanics, based entirely on kinemati...
We cast the nonadiabatic geometric phase in terms of the geometric distance function and the geometr...
A new approach to the theory of the geometric phase in quantum mechanics, based entirely on kinemati...
Abstract. We use tools from the theory of dynamical systems with symmetries to stratify Uhlmann’s st...
We give a simple description of the Pancharatnam-Berry geometric phase and some of its applications ...
We present a study of geometric phases in classical wave and polarization optics using the basic mat...
Aimed at graduate physics and chemistry students, this is the first comprehensive monograph covering...
We report on recent results showing that the geometric phase can be used as a tool in the analysis o...
The geometric phase in quantum mechanics was originally elucidated in the context of the adiabatic t...
A mapping is established in connecting density matrices, associated with an evolution of a quantum o...
Whenever a classical or quantum system undergoes a cyclic evolution governed by a slow change of pa...
The usual definition of a geometric phase involves particular conditions on the behaviour of the st...
We define a new unitary operator in the Hubert space of a quantum system which parallel transports t...
The nonadiabatic geometric phase for an arbitrary cyclic evolution of the state vector for a system ...
We consider the geometric phases arising in the lossless propagation of light pulses through a mediu...
A new approach to the theory of the geometric phase in quantum mechanics, based entirely on kinemati...
We cast the nonadiabatic geometric phase in terms of the geometric distance function and the geometr...
A new approach to the theory of the geometric phase in quantum mechanics, based entirely on kinemati...
Abstract. We use tools from the theory of dynamical systems with symmetries to stratify Uhlmann’s st...
We give a simple description of the Pancharatnam-Berry geometric phase and some of its applications ...
We present a study of geometric phases in classical wave and polarization optics using the basic mat...
Aimed at graduate physics and chemistry students, this is the first comprehensive monograph covering...
We report on recent results showing that the geometric phase can be used as a tool in the analysis o...
The geometric phase in quantum mechanics was originally elucidated in the context of the adiabatic t...
A mapping is established in connecting density matrices, associated with an evolution of a quantum o...
Whenever a classical or quantum system undergoes a cyclic evolution governed by a slow change of pa...
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