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Infinite Dimensional Morse Theory and Multiple Solution Problems (K. C. Chang)

• M. S. Berger
• SIAM Review
• 1994

A Sturm-liouville Theorem for Nonlinear Elliptic Partial Differential Equations.

• M. S. Berger
• Proceedings of the National Academy of Sciences…
• 1965

The Top-Antitop Threshold at Muon Colliders

• M. S. Berger
• 1997

Muon colliders are expected to naturally have a small spread in beam energy making them an ideal place to study the excitation curve. We present the parameter determinations that are possible from… (More)

Quantum Mechanics and the Generalized Uncertainty Principle

• M. S. Berger
• 2006

There is reason to believe in the existence of a minimal length that can in principle be measured. This viewpoint stems in part from the realization that if enough massenergy is confined to a small… (More)

Quark and Lepton Masses from a U ( 1 ) × Z 2 Flavor Symmetry

• M. S. Berger, Kim Siyeon
• 2000

We show that solutions for the masses and mixings of the quarks and leptons based on a U (1)×Z 2 horizontal symmetry are possible. The seesaw mechanism is shown to work consistently in the presence… (More)

Test of an Equivalence Theorem at One - Loop

• M. S. Berger
• 1992

We show that the equivalence theorem approximating one-loop gauge sector diagrams by including only Goldstone bosons in the loop gives a remarkably poor approximation to the amplitude for the decay H… (More)

Discrete Flavor Symmetries and Mass Matrix Textures

• M. S. Berger
• 2000

We show how introducing discrete Abelian flavor symmetries can produce texture zeros in the fermion mass matrices, while preserving the correct relationships with the low-energy data on quark and… (More)

Spacetime Symmetry Violation *

• M. S. Berger
• 2004

Supersymmetric models with Lorentz violation can be formulated in super-space. Two theories based on the Wess-Zumino model are discussed. A com-pactification of superspace can be employed to… (More)

Minimax principles for the solution of semilinear gradient operator equations in hilbert space.

• M. S. Berger
• Proceedings of the National Academy of Sciences…
• 1973

A new variational characterization of solutions for an important class of nonlinear operator equations is obtained. The result obtained is used to derive sharp necessary and sufficient conditions for… (More)

Lorentz Violation and Spacetime Supersymmetry

• M. S. Berger
• 2002

Supersymmetry and Lorentz invariance are closely related as both are spacetime symmetries. Terms can be added to Lagrangians that explicitly break either supersymmetry or Lorentz invariance. It is… (More)

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