Determination of stresses from their stress trajectories in plane elastic systems: the five constant theorem von SAENZ, A. W

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Proof of the existence of the axial-to-planar channeling transition in a simple crystal model von SAENZ, A. W

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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 von Sáenz, A. W, Zachary, W. W, Cawley, R

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Erratum to: Determination of stresses from their stress trajectories in plane elastic systems: the five constant theorem von Saenz, A.W

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Coherent pair production by energetic gamma rays incident on quasicrystals von Langworthy, J.B., Sáenz, A.W.

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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 von DeSanto, John A, Sáenz, Albert W, Zachary, Woodford W

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Quantum-mechanical scattering in exterior domains with impenetrable periodic boundaries and short-range potentials von Sáenz, A. W.

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Nonintegrability of the Dragt–Finn model of magnetic confinement: a Galoisian-group approach von Sáenz, A.W.

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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)] von Sáenz, A. W.

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Dynamics of axial channeling in quasicrystals: An averaging-theory approach von Sáenz, A. W.

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Erratum: Quantum-mechanical scattering in exterior domains with impenetrable boundaries and short-range potentials [ J. Math. Phys. 45, 1426 (2004)] von Sáenz, A. W.

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Lie-series approach to the evolution of resonant and nonresonant anharmonic oscillators in quantum mechanics von Sáenz, A. W.

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Long‐time approximation to the evolution of resonant and nonresonant anharmonic oscillators in quantum mechanics von Sáenz, A. W.

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Nonintegrability of the classical Zeeman Hamiltonian von KUMMER, M, SAENZ, A. W

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Erratum: “Dynamics of axial channeling in quasicrystals: An averaging-theory approach” [J. Math. Phys. 41, 5342 (2000)] von Sáenz, A. W.

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Erratum: “Lie-series approach to the evolution of resonant and nonresonant anharmonic oscillators in quantum mechanics” [J. Math. Phys. 39, 1887 (1998)] von Sáenz, A. W.

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Canonical map approach to channeling stability in crystals. II von SAENZ, A. W

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Energy dependence of the stability type of periodic orbits in a square lattice von Ellison, J.A., Sáenz, A.W., Nagl, A., Tapia-Aguilar, J.G.

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Higher‐order averaging for nonperiodic systems von SAENZ, A. W

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Erratum: “Long-time approximations to the evolution of resonant and nonresonant anharmonic oscillators in quantum mechanics” [J. Math Phys. 37, 2182–2205 (1996)] von Sáenz, A. W.

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