Fritz John Collected Papers Volume 2 [Paperback]

Fritz John; Collected Works Contents - Volume 2.- V Papers on Numerical Methods.- [29] On integration of parabolic equations by difference methods (1952).- Commentary on [29].- VI Papers on Elasticity Theory.- [46] Plane strain problems for a perfectly elastic material of harmonic type (1960).- [51a] Perfectly elastic bodies of harmonic type (1963).- [56] Estimates for the derivatives of the stresses in a thin shell and interior shell equations (1965).- [59] Plane elastic waves of finite amplitude (1966).- [70] Distance changes in deformations with small strain (1970).- [71] Refined interior equations for thin plastic shells (1971).- [74] The transition from thin plate to membrane in the case of a plate under uniform tension (1972).- [75] Uniqueness of nonlinear elastic equilibrium for prescribed boundary displacements and sufficiently small strains (1972).- [80] The transition from thin plate to membrane in the equations of V. Karman-F?ppl (1975).- [87] Finite amplitude waves in a homogeneous isotropic elastic solid (1977).- [96] Instability of finite amplitude elastic waves (1981).- Commentary on [56], [71], and [74].- VII Papers on Water Waves.- [18] Waves in the presence of an inclined barrier (1948).- [22] On the motion of floating bodies, I (1949).- [24] On the motion of floating bodies, II (1950).- [32] Two-dimensional potential flows with a free boundary (1953).- Commentary on [22], [24], and [32].- VIII Papers on Geometric Inequaities and Convexity.- [5] Moments of inertia of convex regions (1936).- [7] Polar correspondence with respect to a convex region (1937).- [10] Special solutions of certain difference equations (1939).- [11] An inequality for convex bodies (1940).- [12] Discontinuous convex solutions of difference equations (1941).- [17] Extremum problems with inequalities as subsidiary conditions (1948).- [60] On symmetric matrices whose eigenvalues satisfy linear inequalities (1966).- [65] A note on my paper, On symmetric matrices whose eigenvaluels