BOOK LIST OF THE THEORY DIVISION LIBRARY

SUBJECT : MATHEMATICS

M201 - H. Bateman, Higher Transcendental Function (Vol.I)

M202 - '' '' '' '' '' (Vol.II)

M203 - '' '' '' '' '' (Vol.III)

M204 - H. Bateman, Tables of Integral Transforms (Vol.I)

M205 - '' '' '' '' '' (Vol.II)

M206 - M. Abramowitz (eds.), Handbook of Mathematical Foundations with Formulas, Graphs and Mathematical Tables M207 - J.E. Losch, Tables of Higher Functions

M208 - E.C. Titchmarsh, Introduction to the Theory of Fourier Integrals

M209 - E.C. Tichmarsh, Eigenfunction Expansions (Part-I)

M210 - '' '' '' '' '' (Part-II)

M211 - V.I. Smimov, A Course of Higher Mathematics (Vol.I)

N212 - '' '' '' '' '' (Vol.II)

M213 - '' '' '' '' '' (Vol.III) (Part-I)

M214 - '' '' '' '' '' (Vol.III) (Part-II)

M215 - '' '' '' '' '' (Vol.IV)

M216 - '' '' '' '' '' (Vol.V)

M217 - M. Morse & H. Feshbach, Methods of Theoretical Physics

M218 - R. Courant & D. Hilbert, Methods of Mathematical Physics (Vol.I)

M219 - H. Margenau & M. Murphy, The Mathematics of Physics & Chemistry

M220 - '' '' '' '' '' '' '' ''

M221 - I.M. Gel'fand & G.E. Shilov, Generalized Functions (Vol.I)

M222 - J.B. Scarborough, Numerical Mathematical Analysis (5th ed.)

M223 - G. Kelly, Handbook of Numerical Methods & Applications

M224 - G. Moursund & S. Duris, Elementary Theory & application of Numerical Analysis

M225 - C. Pease, III, Methods of Matrix Algebra

M226 - S. Perlis, Theory of Matrices

M227 - G.H. Hardy, A Course of Pure Mathematics

M228 - E.T. Copson, Theory of Functions of a Complex Variable

M229 - R.P. Boas (jr.), Entire Functions

M230 - A.G. Sveshnikov et al, The Theory of Functions of a Complex Variable

M231 - E.L. Ince, Ordinary Differential Equations

M232 - A. Sommerfeld, Partial Differential Equations in Physics

M233 - J.V. Uspensky, Theory of Equations

M234 - R.J.T. Bell, An Elementary Treatise on Coordinate Geometry of Three Dimensions

M235 - A.S. Ramsey, Dynamics (Part-I)

M236 - '' '' '' (Part-II)

M237 - M.A. Naimark, Linear Representations of Lorentz Group

M238 - W. Ruhl, The Lorentz Group & Harmonic Analysis

M239 - F. Jordan, Linear Operators for Quantum Mechanics

M240 - R. Hermann, Lie Algebras 7 Quantum Mechanics

M241 - R. Hermann, Fourier Analysis on Groups & Partial Wave Analysis

M242 - T.J. Willmore, An Introduction to Differential Geometry

M243 - J.P. Serre, Lie algebra & Lie Groups

M244 - L.O. Raifeartaigh, Lectures on Local Lie Groups & Their Representations

M245 - N. Mukunda, Non-Compact Groups in Particle Physics

M246 - A.Z. Petrov, Einstein Spaces

M247 - A. Nayfeh, Perturbation Methods

M248 - S. Sanchez, Ordinary Differential Equations & Stability Theory : An Introduction

M249 - M. Rotenberg et al, The 3-j and 6-j Symbols

M250 - J.K. Wooten (jr.) et al, Mathematical Methods of Operations Research

M251 - E.T. Whittaker et al, The Calculus of Observations

M252 - C.E. Weatherburn, A first Course in Mathematical Statistics

M253 - B. Gnedenko, The Theory of Probability

M254 - J.V. Uspensky, In Introduction to Mathematical Probability