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161
Deformation theory
by Hartshorne, Robin. -
162
Bridging the gap to university mathematics
by Gould, Martin -
163
Introduction to Siegel modular forms and Dirichlet series
by Andrianov, A. N. -
164
The geometry of infinite-dimensional groups
by Khesin, Boris -
165
Solving the Pell equation
by Jacobson, Michael J. -
166
Advanced mathematical methods for scientists and engineers
by Bender, Carl M. -
167
Elliptic curves
by Husemoller, Dale. -
168
Probability theory:
by Chow, Yuan Shih, -
169
Prandtl-essentials of fluid mechanics
by Oertel,Herbert -
170
Entire and meromorphic functions
by Rubel,Lee A -
171
A panoramic view of riemannian geometry
by Marcel, Berger -
172
Riemannian geometry
by Petersen, Peter -
173
Lie groups, Lie algebras, and representations :
by Hall, Brian C. -
174
A course in homological algebra /
by Hilton, Peter -
175
Galois theory
by Weintraub, Steven H. -
176
Groups and symmetry/
by Armstrong, M.A. -
177
Quadratic forms, linear algebraic groups, and cohomology
by Thelene,Jean-Louis Colliot (Ed.) -
178
A classical introduction to modern number theory/
by Ireland, Kenneth F. -
179
THe algebric theory of spinors and clifford algebras :
by Chevalley,C. -
180
Polytopes,Rings and K-Theory
by Bruns,Winifried
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