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Zeitlin, Michael &Fedorova, Antonina - Institute for Problems in Mechanical Engineering, Russian Academy of Sciences
WAVELET APPROACH TO ACCELERATOR PROBLEMS, I. POLYNOMIAL DYNAMICS
Current Trends in International Fusion Research -Proceedings of the Sixth Symposium Edited by Emilio Panarella and Roger Raman. NRC Research Press, National Research Council of
NONLINEAR EFFECTS IN ACCELERATOR PHYSICS: FROM SCALE TO SCALE VIA WAVELETS
Opening Remarks1. ..............................................................................................................1 Emilio Panarella
Symmetry, Hamiltonian Problems and Wavelets in Accelerator Physics
WAVELET APPROACH TO MECHANICAL PROBLEMS. SYMPLECTIC GROUP, SYMPLECTIC TOPOLOGY AND
WAVELET APPROACH TO POLYNOMIAL MECHANICAL A.N. FEDOROVA AND M.G. ZEITLIN
WAVELET APPROACH TO ACCELERATOR PROBLEMS, II. METAPLECTIC WAVELETS
Fusion Modeling in Vlasov-Like Models Antonina N. FEDOROVA and Michael G. ZEITLIN
WAVELETS IN OPTIMIZATION AND APPROXIMATIONS A. N. Fedorova and M. G. Zeitlin
WAVELET APPROACH TO ACCELERATOR PROBLEMS, III. MELNIKOV FUNCTIONS AND SYMPLECTIC TOPOLOGY
WAVELET APPROACH TO HAMILTONIAN, CHAOTIC AND QUANTUM CALCULATIONS IN ACCELERATOR PHYSICS
Current Trends in International Fusion Research
Current Trends in International Fusion Research Proceedings of the Sixth Symposium. Edited by Emilio Panarella and Roger Raman NRC Research Press, National Research Council of
Nonlinear Dynamics of Accelerator via Wavelet Approach
Short communication Localized states (qubits), entanglement and decoherence
Variational Approach in Wavelet Framework to Polynomial
