A new possibility for solving the strong CP-problem is suggested,which assumes that apart of the ordinary world of observable particles described by standard model, there exits a mirror sector of particles and two sectors share the same Peccei-Quinn symmetry realized {\it a l\`a} Weinberg-Wilczek model. The mirror gauge group is completely analogous to that of the standard model for ordinary particles but having somewhat larger electroweak scale,which in turn implies the infrared scale $\Lambda'$ of the mirror strong interactions has to be larger than the ordinary QCD scale $\Lambda$. In this way, the axion mass and interaction constants are actually determined by mirror sector scales $v'$ and $\Lambda'$, while the $\theta$ terms are simult...
The strong CP problem is a compelling motivation for the existence of as-yet-undiscovered additions ...
The QCD axion solving the strong CP problem may originate from antisymmetric tensor gauge fields in ...
The strong CP problem is a compelling motivation for the existence of as-yet-undiscovered additions ...
We analyze the strong CP problem and the implications for axion physics in the context ofU1vector le...
Peccei-Quinn symmetry with attendant axion is a most compelling, and perhaps the most minimal, exten...
I review the axionic solution of the strong CP problem and current status of the cosmic axion search
We analyze the strong CP problem and the implications for axion physics in the context ofU1vector le...
I describe how the QCD vacuum structure, necessary to resolve the $U(1)_A$ problem, predicts the pre...
Abstract We present a new mechanism to solve the strong CP problem using N ≥ 2 axions, each dynamica...
We argue that the axion arising in the solution of the strong CP problem can be identified with the ...
We propose theories of a complete mirror world with parity (P) solving the strong CP problem. P exch...
The Strong CP problem is one of the most challenging and long-standing puzzles in physics beyond the...
The QCD axion solving the strong CP problem may originate from antisymmetric tensor gauge fields in ...
AbstractWe exhibit a solution to the strong CP problem in which ultraviolet physics renders the QCD ...
The QCD axion fails to solve the strong CP problem unless all explicit PQ violating, Planck-suppress...
The strong CP problem is a compelling motivation for the existence of as-yet-undiscovered additions ...
The QCD axion solving the strong CP problem may originate from antisymmetric tensor gauge fields in ...
The strong CP problem is a compelling motivation for the existence of as-yet-undiscovered additions ...
We analyze the strong CP problem and the implications for axion physics in the context ofU1vector le...
Peccei-Quinn symmetry with attendant axion is a most compelling, and perhaps the most minimal, exten...
I review the axionic solution of the strong CP problem and current status of the cosmic axion search
We analyze the strong CP problem and the implications for axion physics in the context ofU1vector le...
I describe how the QCD vacuum structure, necessary to resolve the $U(1)_A$ problem, predicts the pre...
Abstract We present a new mechanism to solve the strong CP problem using N ≥ 2 axions, each dynamica...
We argue that the axion arising in the solution of the strong CP problem can be identified with the ...
We propose theories of a complete mirror world with parity (P) solving the strong CP problem. P exch...
The Strong CP problem is one of the most challenging and long-standing puzzles in physics beyond the...
The QCD axion solving the strong CP problem may originate from antisymmetric tensor gauge fields in ...
AbstractWe exhibit a solution to the strong CP problem in which ultraviolet physics renders the QCD ...
The QCD axion fails to solve the strong CP problem unless all explicit PQ violating, Planck-suppress...
The strong CP problem is a compelling motivation for the existence of as-yet-undiscovered additions ...
The QCD axion solving the strong CP problem may originate from antisymmetric tensor gauge fields in ...
The strong CP problem is a compelling motivation for the existence of as-yet-undiscovered additions ...