Masterplots cyclopedia of world authors edited by Frank N. Magill and Dayton Kohler

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Material type: Text

TextPublication details: New York Salem Press c1958Description: 2 v.; 23cmDDC classification:

920.02 MAG

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Holdings
Item type	Current library	Collection	Call number	Copy number	Status	Date due	Barcode	Item holds
Reference Book	North Eastern Hill University	REFERENCE	R 920.02 MAG (Browse shelf(Opens below))	.1	Not for loan		47774
Reference Book	North Eastern Hill University	REFERENCE	R 920.02 MAG (Browse shelf(Opens below))	.2	Not for loan		4775

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1 Rings and categories of modules
by Anderson, Frank W.
2 Introduction to axiomatic set theory
by Takeuti , G.
3 Stable mappings and their singularities
by Golubitsky, M.
4 Course in homological algebra
by Hilton, P.J.
5 Topological vestor spaces
by Schaefer, Helmut H
6 Introduction to lie algebras and representation theory
by Humphreys, James E.
7 Linear algebtraic groups
by Humpreys, James E.
8 Lectures in abstract algebra
by Jacobson, Nathan
9 Course in arithmetic
by Serre, J.P.
10 Linear algebra
by Lang, Serge
11 Differential Topology
by Hirsch, Morris W.
12 Riemann surfaces
by Farkas, H. M.
13 Local fields
by Serre,Jean-Pierre
14 Associative algebras
by Pierce, Richard S.
15 First course in noncommutative rings
by Lam, T. Y.
16 Advanced linear algebra
by Roman, Steven
17 Course in computational algebraic number theory
by Cohen, Henri
18 Joy of sets : fundamentals of contemporary set theory
by Devlin, Keith
19 Polynomials and polynomial inequalities
by Borwein, Peter
20 Brownian motion and stochastic calculus.
by Karatzas, Ioannis
21 Foundtions of hyperbolic manifolds
by Ratcliffe,John G.
22 Algebraic K-theory and its applications
by Rosenberg, Jonathan
23 Algebraic topology: a first course
by Fulton, William
24 Additive number theory: inverse problems and the geometry of sumsets
by Nathanson, Melvyn B.
25 Lectures on polytopes.
by Ziegler M Gunter
26 Quantum groups
by Kassel, Christian
27 Combinatorial convexity and algebraic geometry,
by Ewald, Gunter
28 Field and galois theory
by Morandi, Patrick
29 Additive number theory: the classical bases
by Nathanson, Melvyn B.
30 Dfferential and Riemannian manifolds
by Lang, Serge
31 Noncommutative algebra
by Farb, Benson
32 Commutative algebra, with a view toward algebraic geometry
by Eisenbud , David
33 Algebraic geometry: a first course
by Harris, Joe
34 Course in the theory of groups
by Robinson, Derek J. S.
35 Course in number theory and cryptography.
by Koblitz, Neal
36 Analytic number theory
by Newman, Donald J.
37 Fourier analysis on number fields
by Ramakrishnan, Dinakar
38 General topology
by Kelly, John L.
39 Moduli of curves
by Harris, Joe and Ian Morrison
40 Algebra
by Hungerford, Thomas W.
41 Differential topology
by Hirsch, Morris, W.
42 Categories for the working mathematician
by Mac Lane, Saunders
43 Arithmetic of elliptic curves
by Silverman, Joseph H.
44 Differential analysis on complex manifolds
by Wells, Raymond O.
45 Geometry: euclid and beyond
by Hartshorne, Robin
46 Complex analysis
by Lang, Serge
47 Matrix analysis
by Bhatia, Rajendra
48 Differentiable manifolds ; Lie groupsFoundations of differentials manifolds and lie groups
by Warner, Frank.W.
49 Problems in algebraic number theory
by Esmonde, Jody
50 Tensor geometry : the geometric viewpoint and its uses
by Dodson, C.T.J.,