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2020-09-22 19:18:04
Turing, Alan Mathison. A method for the calculation of the zeta function 1945
1945. Turing, Alan Mathison. A Method For The Calculation Of The Zeta-Function. In vol XLVIII, second series, pp 180-197 in Proceedings of the London Mathematical Society. Slightly browned, original cloth, 8vo, 1945. Very good externally, internally very bright and clean. An early paper by one of the founding fathers of electronic digital computing. Also includes first edition, first adjudicated papers by: Cox, H.L., and Smith, H.E. The Buckling of Grids of Stringers and Ribs. Cox, H.L., and Smith, H.E. The Buckling of a Thin Sheet Transversely Stiffened. Fuchs, W.H.J. A Uniqueness Theorem for Mean Values of Analytic Funtions. Rogosinski, W. On the Coefficients of Subordinate Functions. Richardson, A.R. Groupoids and Their Automorphisms. Edge, W.L. The Contact Net of Quadrics. Rado, R. Note on Combinatorial Analysis. Walker, A.G. Relativistic Mechanics: (III) Mechanics in 4-Space and Conservative Fields of Force. Mordell, L.J. On the Numbers Represented by Binary Cubic Forms. Mordell, L.J. On the Geometry of Numbers in Some Non-convex Regions. Todd, J.A. A Table of Partitions. Whitehead, J.H.C. On the Groups pi r(Vn.m) and Sphere Bundles. Cooper, J.L.B. The Uniqueness of Trigonometrical Integrals. Allen, H.S. Projective Convergence and Limit in Sequence Spaces. Watson, G.N. A Problem in Elementary Analysis Proposed by Mordell. Goodstein, R.L. Function Theory in an Axiom-Free Equation Calculus. Mahler, K. A Problem of Diophantine Approximation in Quaternions. Offord, A.C. An Inequality for Sums of Independent Random Variables. Rare.
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