Quasilocal formulation of non-Abelian finite-element gauge theory.
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Biomedical subjects
KA Milton
Publications and source records attributed to KA Milton.
Scalar Casimir effect for a D-dimensional sphere.
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Finite-element quantum electrodynamics: Canonical formulation, unitarity, and the magnetic moment of the electron.
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Maxwell-Chern-Simons Casimir effect. II. Circular boundary conditions.
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delta expansion for local gauge theories. I. A one-dimensional model.
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delta expansion for local gauge theories. II. Nonperturbative calculation of the anomaly in the Schwinger model.
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delta expansion applied to quantum electrodynamics.
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Maxwell-Chern-Simons Casimir effect.
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Non-Abelian gauge theory on a finite-element lattice.
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The delta expansion and local gauge invariance.
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The delta expansion for stochastic quantization.
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Scalar and spinor Casimir energies in even-dimensional Kaluza-Klein spaces of the form M4 x SN1 x SN2 x
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New perturbative calculation of the fermion-boson mass ratio in a supersymmetric quantum field theory.
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Novel perturbative scheme in quantum field theory.
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Schwinger model on a finite-element lattice.
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Casimir energies in M4 >= N for even N. Green's-function and zeta-function techniques.
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Logarithmic approximations to polynomial Lagrangians.
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Discrete-time quantum mechanics. III. Spin systems.
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