Abstract

A calculus for the derivatives of the eigenvalues of the neutralino mass matrix with respect to the CP violating background fields is developed and used to compute the mixings among the CP even and the CP odd Higgs sectors arising from the inclusion of the neutralino sector consisting of the neutralino, the Z boson, and the neutral Higgs bosons (χi⁰-Z-h⁰-H⁰) exchange in the loop contribution to the effective potential including the effects of large CP violating phases. Along with the top squark, bottom squark, tau slepton and chargino–W–charged-Higgs-boson (χ⁺-W-H⁺) contributions computed previously the present analysis completes the one loop corrections to the Higgs boson mass matrix in the presence of large phases. CP violation in the neutral Higgs sector is discussed in the above framework with specific focus on the mixings of the CP even and the CP odd sectors arising from the neutralino sector. It is shown that numerically the effects of the neutralino exchange contribution on the mixings of the CP even and the CP odd sectors are comparable to the effects of the top squark and of the chargino exchange contributions and thus the neutralino exchange contribution must be included for a realistic analysis of mixings in the CP even and the CP odd sectors. Phenomenological implications of these results are discussed.

Notes

Originally published in Physical Review D v.66 (2002): 015005. DOI: 10.1103/PhysRevD.66.015005

Keywords

Neutralinos, exchange corrections, CP violation

Subject Categories

Higgs bosons

Disciplines

Physics

Publisher

American Physical Society

Publication Date

7-29-2002

Rights Information

Copyright (2002) American Physical Society

Rights Holder

American Physical Society

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