Presidency University

Enquiry Notice No:.Subhra UGC Start Up Grant/Mathematics / 2

Date:09.06.2017

Sealed quotations are invited from the Enlisted Vendors of the University to quote their lowest possible rate for the supply of the under-mentioned Books/articles, subject to the following terms and conditions. The quotations must be submitted to name of Dr. Subhra Bhattacharya of Department of Mathematics of the University.

Last date & time for submission of quotation is 16. 6. 2017 up to 3.30 P.M.

Name of the books in details:-

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

Note: a) The sealed cover should be duly superscribed with the enquiry no & date and name of the item quoted in block letter.

b) Party is requested to keep in touch withName of the Concerned Teacher & Department , Presidency University before quoting the rate for better knowledge of specification, quality of material, etc.

c) Warranty must be mentioned in your offer for all the above items.

Finance Officer

Terms & conditions of the Quotation:-

1. The quotations should be made by the vendors in their original letterheads clearly indicating the aforesaid goods/articles in details and the Enquiry No. & date.

2. Price quoted should be inclusive of installation, commissioning and delivery charges up to Presidency University.

3. Sale Tax (VAT/CST), if applicable, shall be payable extra. Rate of sale Tax (VAT/CST) is to be specified in the quotation.

4. Validity of the quotation will be 3(three) months from the closing date of the enquiry.

5. Sample must be attached with quotation in all possible cases.

6. Our enquiry no. and date & Purchase order no. and date must be quoted on all correspondences and those should be duly signed and seal.

7. Quotationers must, as far as possible, arrange to supply the materials within the stipulated time mentioned in the purchase order. This delivery time must be strictly adhered to. Failure to supply within the specified time will lead to cancellation of the order without notice.

8. The University reserves the right to accept or reject any quotation in part or full without assigning any reason thereto.

9. In all cases of disputes, the decision of the University shall be final & binding on you.

By order

How to Find Us

Presidency University
86/1 College Street
Kolkata 700073
Contact details Presidency University Students Corner