Titlebook: Surfaces in Classical Geometries; A Treatment by Movin Gary R. Jensen,Emilio Musso,Lorenzo Nicolodi Textbook 2016 Springer International Pu

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Gary R. Jensen,Emilio Musso,Lorenzo NicolodiContains nearly 300 compelling problems and exercises.Contains several fascinating threads that emerge as larger groups of transformations.Presents isothermic immersions which have enjoyed a recent re

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Gary R. Jensen,Emilio Musso,Lorenzo Nicolodirical centers are periodically spaced, the problem has been formulated and solved rigorously. The reflected and transmitted longitudinal and transverse wave motions have been expressed as superpositions of wavemodes, where each wavemode has its own cut-off frequency. At its cut-off frequency a mode

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Gary R. Jensen,Emilio Musso,Lorenzo Nicolodi, scattering on inhomogeneities is much stronger than nonlinear scattering, and that nonlinear effects may often dominate dissipative ones..The nonlinearity of the transmitting medium explains observed .-value anomalies, and its seismic activity explains the existence of . coda and the temporal chan

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Gary R. Jensen,Emilio Musso,Lorenzo Nicolodi, scattering on inhomogeneities is much stronger than nonlinear scattering, and that nonlinear effects may often dominate dissipative ones..The nonlinearity of the transmitting medium explains observed .-value anomalies, and its seismic activity explains the existence of . coda and the temporal chan

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Gary R. Jensen,Emilio Musso,Lorenzo Nicolodiapplication of the Betti-Rayleigh reciprocal theorem. They are expressed as integrals over the surface of a single inhomogeneity, in terms of the displacements and tractions on the surface of the inhomogeneity. The system of singular integral equations for the surface fields has been solved numerica

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Euclidean Geometry,parallel transforms of a given immersion. These constructions provide many valuable examples throughout the book. The latter two constructions introduce for the first time Möbius, respectively Lie sphere, transformations that are not Euclidean motions. The section on elasticae contains material need

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