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Mathematical Methods and Applications of Scattering Theory: Proceedings of a Conference Held at Catholic University Washington, D. C., May 21 – 25, 1979

1980

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Determination of stresses from their stress trajectories in plane elastic systems: the five constant theorem

Acta mechanica, 2009-12, Vol.208 (3-4), p.215-225

SAENZ, A. W

2009

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Proof of the existence of the axial-to-planar channeling transition in a simple crystal model

Journal of mathematical physics, 2006-06, Vol.47 (6), p.062904-062904-17

SAENZ, A. W

2006

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Local and Global Methods of Nonlinear Dynamics: Proceedings of a Workshop Held at the Naval Surface Weapons Center Silver Spring, MD, July 23–26, 1984

1986

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Nonintegrability of the classical Zeeman Hamiltonian

Communications in mathematical physics, 1994-05, Vol.162 (3), p.447-465

1994

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Erratum to: Determination of stresses from their stress trajectories in plane elastic systems: the five constant theorem

Acta mechanica, 2010-11, Vol.214 (3-4), p.409-409

Saenz, A.W

2010

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Higher‐order averaging for nonperiodic systems

Journal of mathematical physics, 1991-10, Vol.32 (10), p.2679-2694

SAENZ, A. W

1991

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Splitting and contrary motion of coherent bremsstrahlung peaks in strained-layer superlattices

Journal of applied physics, 1991-10, Vol.70 (8), p.4190-4193

1991

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Coherent pair production by energetic gamma rays incident on quasicrystals

Nuclear instruments & methods in physics research. Section B, Beam interactions with materials and atoms, 2008-03, Vol.266 (5), p.734-744

2008

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Canonical map approach to channeling stability in crystals

Journal of mathematical physics, 1985-08, Vol.26 (8), p.1925-1935

SAENZ, A. W

1985

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Splitting of channeling-radiation peaks in strained-layer superlattices

Journal of the Optical Society of America. B, Optical physics, 1991-12, Vol.8 (12), p.2513

1991

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Axial channeling in perfect crystals, the continuum model, and the method of averaging

Annals of physics, 1991-07, Vol.209 (1), p.97-123

1991

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Quantum-mechanical scattering in exterior domains with impenetrable periodic boundaries and short-range potentials

Journal of mathematical physics, 2004-04, Vol.45 (4), p.1426-1446

Sáenz, A. W.

2004

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Telecommunication with Neutrino Beams

Science (American Association for the Advancement of Science), 1977-10, Vol.198 (4314), p.295-297

1977

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Nonintegrability of the Størmer problem

Physica. D, 1995-09, Vol.86 (3), p.363-372

1995

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Dynamics of axial channeling in quasicrystals: An averaging-theory approach

Journal of mathematical physics, 2000-08, Vol.41 (8), p.5342-5368

Sáenz, A. W.

2000

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Nonintegrability of the Dragt–Finn model of magnetic confinement: a Galoisian-group approach

Physica. D, 2000-09, Vol.144 (1), p.37-43

Sáenz, A.W.

2000

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Theory of free-bound transitions in channeling radiation

Physical review. B, Condensed matter, 1988-05, Vol.37 (13), p.7238-7246

1988

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On the Eigenvalues of a Matrix (Carl E. Sealander)

SIAM review, 1963-01, Vol.5 (1), p.74-75

Saenz, A. W.

1963

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Lie-series approach to the evolution of resonant and nonresonant anharmonic oscillators in quantum mechanics

Journal of mathematical physics, 1998-04, Vol.39 (4), p.1887-1909

Sáenz, A. W.

1998

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Improved Nth order averaging theory for periodic systems

Journal of Differential Equations, 1990-04, Vol.84 (2), p.383-403

1990

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Erratum: “Proof of the existence of the axial-to-planar channeling transition in a simple crystal model” [ J. Math. Phys. 47, 062904 (2006)]

Journal of mathematical physics, 2007-10, Vol.48 (10), p.109901-109901-1

Sáenz, A. W.

2007

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Long‐time approximation to the evolution of resonant and nonresonant anharmonic oscillators in quantum mechanics

Journal of mathematical physics, 1996-05, Vol.37 (5), p.2182-2205

Sáenz, A. W.

1996

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Scattering by periodic surfaces

Journal of mathematical physics, 1982-06, Vol.23 (6), p.1115-1122

Sáenz, A. W.

1982

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Quantum‐mechanical scattering by impenetrable periodic surfaces

Journal of mathematical physics, 1981-12, Vol.22 (12), p.2872-2884

Sáenz, A. W.

1981

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Mathematical Methods and Applications of Scattering Theory: Proceedings of a Conference Held at Catholic University Washington, D. C., May 21 – 25, 1979

Determination of stresses from their stress trajectories in plane elastic systems: the five constant theorem

Proof of the existence of the axial-to-planar channeling transition in a simple crystal model

Local and Global Methods of Nonlinear Dynamics: Proceedings of a Workshop Held at the Naval Surface Weapons Center Silver Spring, MD, July 23–26, 1984

Nonintegrability of the classical Zeeman Hamiltonian

Erratum to: Determination of stresses from their stress trajectories in plane elastic systems: the five constant theorem

Higher‐order averaging for nonperiodic systems

Splitting and contrary motion of coherent bremsstrahlung peaks in strained-layer superlattices

Coherent pair production by energetic gamma rays incident on quasicrystals

Canonical map approach to channeling stability in crystals

Splitting of channeling-radiation peaks in strained-layer superlattices

Axial channeling in perfect crystals, the continuum model, and the method of averaging

Quantum-mechanical scattering in exterior domains with impenetrable periodic boundaries and short-range potentials

Telecommunication with Neutrino Beams

Nonintegrability of the Størmer problem

Dynamics of axial channeling in quasicrystals: An averaging-theory approach

Nonintegrability of the Dragt–Finn model of magnetic confinement: a Galoisian-group approach

Theory of free-bound transitions in channeling radiation

On the Eigenvalues of a Matrix (Carl E. Sealander)

Lie-series approach to the evolution of resonant and nonresonant anharmonic oscillators in quantum mechanics

Improved Nth order averaging theory for periodic systems

Erratum: “Proof of the existence of the axial-to-planar channeling transition in a simple crystal model” [ J. Math. Phys. 47, 062904 (2006)]

Long‐time approximation to the evolution of resonant and nonresonant anharmonic oscillators in quantum mechanics

Scattering by periodic surfaces

Quantum‐mechanical scattering by impenetrable periodic surfaces

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