01644nam a22002777a 4500999001700000005001700017008004100034020001800075028011600093082001400209100001900223245005200242260004300294300004700337365000900384490003900393505032900432520030000761650001601061650001301077650002501090650002401115700002301139942000901162952019501171  c50912d5091220190712110342.0190501b           ||||| |||| 00| 0 eng d  a9780387972459  a:Variety Books Publishers & Distributorsb:B-10 Street No 2 West Vinod Nagar Delhi 110092 cIM2417d:22/04/2019  a515.7 CON  aConway, John B  aA Course in Functional Analysisc/John B Conway  aNew York b: Springer-Verlag, c©2007  axvi, 399 pages b: illustrations c; 25 cm  b5162  aGraduate texts in mathematics, 96.  a1: Hilbert Spaces. 2: Operators on Hilbert Space. 3: Banach Spaces. 4: Locally Convex Spaces. 5: Weak Topologies. 6: Linear Operators on a Banach Space. 7: Banach Algebras and Spectral Theory for Operators on a Banach Space. 8: C^* Algebras. 9: Normal Operators on Hilbert Space. 10: Unbounded Operators. 11: Fredholm Theory  aFrom the reviews: "This book is an excellent text for a first graduate course in functional analysis....Many interesting and important applications are included....It includes an abundance of exercises, and is written in the engaging and lucid style which we have come to expect from the author.  aMathematics  aAnalysis  aFunctional analysis.  aOpérateur normal.  a Conway, John B.,   cBOOK  00102ddc4070aSNULbSNULd2019-05-01eVariety Books Publishers & Distributorsg5162.00l1m1o515.7 CONp26347q2022-08-24r2019-05-17 00:00:00s2019-05-17w2019-05-01yBOOKzGrant Matrix