Sl No

Book Information

Quantity

1.

M. Artin: Algebra.

1

2.

S. D. Dummit and M. R. Foote: Abstract Algebra.

1

3.

I. N. Herstein: Topics in Algebra.

1

4.

C. R. Rao: Linear Statistical Inference and Its Applications.

1

5.

A. Ramachandra Rao and P. Bhimasankaram: Linear Algebra.

1

6.

K. Hoffman and R. Kunze: Linear Algebra.

1

7.

F. E. Hohn: Elementary Matrix Algebra.

1

8.

P. R. Halmos: Finite Dimensional Vector Spaces

1

9.

W. Rudin: Principles of Mathematical Analysis.

1

10.

Tom Apostol: Mathematical Analysis.

1

11.

Tom Apostol: Calculus I and II.

1

12.

Terence Tao : Analysis I.

1

13.

W. Rudin: Real and Complex Analysis

1

14.

Brian Kernighan and Dennis Ritchie: The C Programming Language.

1

15.

Ellis Horowitz and Sartaj Sahani: Fundamentals of Data Structures

1

16.

M.P. do Carmo: Differential Geometry of Curves and Surfaces.

1

17.

J. A. Thorpe: Eelementary Topics in Differential Geometry.

1

18.

Spivak: Calculus on manifolds.

1

19.

Elias M. Stein, Rami Shakarchi: Complex Analysis.

1

20.

Lars Ahlfors: Complex Analysis.

1

21.

T. W. Gamelin: Complex Analysis.

1

22.

J.B.Conway: Functions of One Complex Variable.

1

23.

Ivan Niven, Herbert S. Zuckerman and Hugh L. Montgomery. An Introduction to the Theory of Numbers.

1

24.

E. M. Wright and G. H. Hardy. An Introduction to the Theory of Numbers.

1

25.

Fred S. Roberts. Applied Combinatorics.

1

26.

Frank Harary. Graph Theory.

1

27.

William Feller: An Introduction to Probability Theory and its Applications.

1

28.

David Stirzaker and Geoffrey Grimmett: Probability and Random Processes.

1

29.

V. K. Rohatgi and A. K. Md. Ehsanes Saleh: An Introduction to Probability and Statistics.

1

30.

Rick Durett: Probability Theory & Examples.

1

31.

G.F. Simmons: Differential Equation with Applications and Historical Notes.

1

32.

A.C. King, J. Billingham and S.R. Otto: Differential Equations: Linear, Nonlinear, Ordinary, Partial.

1

33.

C. Chicone: Ordinary differential Equations with applications.

1

34.

L.D. Perko: Differential Equations and Dynamical Systems.

1

35.

E. A. Coddington and N. Levinson: Theory of Ordinary Differential Equations.

1

36.

Kendall Atkinson: An Introduction to Numerical Analysis.

1

37.

Brian Kernighan and Dennis Ritchie: The C Programming Language.

1

38.

W.H. Press, S.A. Teukolsky, W.T. Vettering, B.P. Flannery: Numerical Recipes in C.

1

39.

Rana & Joag : Classical Mechanics.

1

40.

Herbert Goldstein: Classical Mechanics.

1

41.

A. K. Raychaudhuri: Classical Mechanics: A Course of Lectures

1

42.

M. Born: Born-Einstein Letters, 1916-1955, Macmillan, Lond.

1

43.

A. Reisner: Albert Einstein, a biographical portrait, A and C Boni, New York.

1

44.

G. J. Whitrow, Einstein: the man and his achievement, Dover, New York

1

45.

R. Adler, M. Bazin, M. Schiffer: Introduction to general relativity, McGraw Hill, New York.

1

46.

R. L. Bishop, S. I. Goldberg: Tensor analysis on manifolds, Macmillan Lond.

1

47.

M. G. Bowler: Gravitation and relativity, Pergamon, Oxford

1

48.

H. A. Buchdahl: Seventeen simple lectures on general relativity, Wiley, New York

1

49.

A. Eddington: The mathematical theory of relativity, Cambridge University Press.

1

50.

L. P. Eisenhart: Riemannian geometry, Princeton University Press.

1

51.

S. W. Hawking, G. F. R. Ellis: The large scale structure of space time, Cambridge University Press

1

52.

S. W. Hawking, W. Israel: An Einstein centenary survey, Cambridge university press

1

53.

S. W. Hawking, W. Israel: 300 years of gravitation, Cambridge university press

1

54.

N. J. Hicks: Notes on differential geometry, Van Nostrand, New York

1

55.

C. W. Misner, K. S. Thorne, J. A. Wheeler: Gravitation, Freeman, San Francisco

1

56.

S. Weyl: Space-time-matter, Dover, New York

1

57.

W. Rindler: Essential relativity, Springer-Verlag, New York.

1

58.

J. A. Peacock: Cosmological Physics, Cambridge University Press

1

59.

R. M. Wald: Space, time and gravity: the theory of big bang and black holes, Chicago university press.

1

60.

M. Reed, B. Simon: Methods of modern mathematical physics I, Functional analysis, New York Academic Press.

1

61.

R. Penrose: Techniques of differential topology in relativity, Siam, Philadelphia

1

62.

J. Kelley: General topology, Princeton: Van Nostrand-Reinhold

1

63.

S. Kobayashi, K. Nomizu: Foundations of Differential geometry, Vol 1, Interscience, New York

1

64.

R. Courant, D. Hilbert: Methods of Mathematical Physics, Vol 2: Partial differential equations, Interscience, New York.

1

65.

Stephen P. Braham, J. D. Gegenberg, R. J. McKeller: Fields institute communications, the sixth general conference on general relativity and relativistic astrophysics, American Mathematical Society.

1

66.

Tolman: Relativity, thermodynamics, cosmology, Dover, New York.

1

67.

Bergmann: Introduction to theory of relativity, PHI.

1

68.

Albert Shadowitz: Special relativity, Dover, New York.

1

69.

Charlie Harper: Introduction to mathematical physics, Dover.

1

70.

Feynman, Leighton, Sands: Lectures on physics, Vol1 and 2, Narosa.

1

71.

Michael E. Taylor: Partial differential equations, Springer.

1

72.

Coddington: Introduction to ordinary differential equations, PHI.

1

73.

Birkhoff, Rota: Ordinary differential equations, Wiley and sons.

1

74.

Goldberg: Introduction to differential equations, Dover.

1

75.

Ross: Differential equations, Wiley and Sons.

1

76.

Piaggio: Differential equations, CBS.

1