2001Unpublished venueRequires access

Geometric Bounds on Kaluza-Klein Masses

Avijit Mukherjee, Rula Tabbash

Open publisher page 7 citations

Abstract

We point out geometric upper and lower bounds on the masses of bosonic and fermionic Kaluza-Klein excitations in the context of theories with large extra dimensions. The characteristic compactification length scale is set by the diameter of the internal manifold. Based on geometrical and topological considerations, we find that certain choices of compactification manifolds are more favoured for phenomenological purposes. 1

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We point out geometric upper and lower bounds on the masses of bosonic and fermionic Kaluza-Klein excitations in the context of theories with large extra dimensions. The characteristic compactification length scale is set by the diameter of the internal manifold. Based on geometrical and topological considerations, we find that certain choices of compactification manifolds are more favoured for phenomenological purposes. 1

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Available abstract

We point out geometric upper and lower bounds on the masses of bosonic and fermionic Kaluza-Klein excitations in the context of theories with large extra dimensions. The characteristic compactification length scale is set by the diameter of the internal manifold. Based on geometrical and topological considerations, we find that certain choices of compactification manifolds are more favoured for phenomenological purposes. 1

Key concepts: Compactification (mathematics), Kaluza–Klein theory, Physics, Manifold (fluid mechanics), Theoretical physics, Topology (electrical circuits), Mathematics, Pure mathematics

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