Page 541 - Advanced Linear Algebra

214 JOST. Partial Differential Equations. 2nd ed. 230 STROOCK. An Introduction to Markov
215 GOLDSCHMIDT. Algebraic Functions and Processes.
Projective Curves. 231 BJÖRNER/BRENTI. Combinatorics of Coxeter
216 D. SERRE. Matrices: Theory and Groups.
Applications. 232 EVEREST/WARD. An Introduction to Number
217 MARKER. Model Theory: An Introduction. Theory.
218 LEE. Introduction to Smooth Manifolds. 233 ALBIAC/KALTON. Topics in Banach Space
219 MACLACHLAN/REID. The Arithmetic of Theory.
Hyperbolic 3-Manifolds. 234 JORGENSON. Analysis and Probability.
220 NESTRUEV. Smooth Manifolds and 235 SEPANSKI. Compact Lie Groups.
Observables. 236 GARNETT. Bounded Analytic Functions.
221 GRÜNBAUM. Convex Polytopes. 2nd ed. 237 MARTÍNEZ-AVENDAÑO/ROSENTHAL.An
222 HALL. Lie Groups, Lie Algebras, and Introduction to Operators on the
Representations: An Elementary Hardy-Hilbert Space.
Introduction. 238 AIGNER, A Course in Enumeration.
223 VRETBLAD. Fourier Analysis and Its 239 COHEN, Number Theory, Vol. I.
Applications. 240 COHEN, Number Theory, Vol. II.
224 WALSCHAP. Metric Structures in Differential 241 SILVERMAN. The Arithmetic of Dynamical
Geometry. Systems.
225 BUMP. Lie Groups. 242 GRILLET. Abstract Algebra. 2nd ed.
226 ZHU. Spaces of Holomorphic Functions in 243 GEOGHEGAN. Topological Methods in Group
the Unit Ball. Theory.
227 MILLER/STURMFELS. Combinatorial 244 BONDY/MURTY. Graph Theory.
Commutative Algebra. 245 GILMAN/KRA/RODRIGUEZ. Complex
228 DIAMOND/SHURMAN. A First Course in Analysis.
Modular Forms. 246 KANIUTH. A Course in Commutative Banach
229 EISENBUD. The Geometry of Syzygies. Algebras.