H. Fine, H. Thompson's Coordinate Geometry PDF

By H. Fine, H. Thompson

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M. Levitan. On the determination of a differential equation from its special function. Izv. Akad. Nauk SSR. Ser. Mat, 15:309–360, 1951. 100. V. A. Marchenko. Sturm-Liouville Operators and Applications. Birkh¨ auser, Basel, 1987. 101. B. M. Levitan. Inverse Sturm-Liouville Problems. VSP Architecture, Zeist, The Netherlands, 1987. 102. L. A. Takhtadjan. Hamiltonian systems connected with the Dirac equation. J. Sov. , 8(2):219–228, 1973. 103. D. M. Gitman and I. V. Tyutin. Quantization of Fields with Constraints.

Plenum, New York, 1984. 38. G. Eilemberger. Solitons, Vol. 9 of Mathematical Methods for scientists. Solid State Sciences. Springer-Verlag, Berlin, 1981. 39. S. V. Manakov and V. E. Zakharov. Three-dimensional model of relativisticinvariant field theory, integrable by the Inverse Scattering Transform. Lett. Math. , 5(3):247–253, 1981. 40. F. Calogero and A. Degasperis. Spectral Transform and Solitons. I. Tools to Solve and Investigate Nonlinear Evolution Equations, Vol. 144 of Studies in Mathematics and its Applications, 13.

H. Sattinger and O. L. Weaver. Lie Groups and Algebras with Applications to Physics, Geometry and Mechanics. Springer Verlag, Berlin, 1986. 181. G. Vilasi. Invariant endomorphism and conserved functionals of the Liouville equation. Phys. Lett. B, 174:203–207, 1986. 182. P. DiStasio and G. Vilasi. Bi-Hamiltonian structure and invariant endomorphism for rigid body dynamics. Lett. Math. , 11(4):299–307, 1986. 183. A. Nijenhuis. Trace-free differential invariants of triples of vector 1-forms. Indagat.

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Coordinate Geometry by H. Fine, H. Thompson


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