000			01138nam a2200229 a 4500
001			nice12345678
003			Monogr.mrc
005			20200112143540.0
008			11-Jun-18s1973 Newa grp 000 0 eng
020			_c0
082	0	0	_aQ09 _bR834
100			_aRudin, Walter
245			_aFunctional Analysis
260			_aNew Delhi _bTata Mcgraw-Hill Publishing Company Ltd _c1973
300			_a397p
500			_aincludes index and biblioraphy
505	2		_a1. General THeory Topological Vector Spaces.............3 Completeness .........41 Convexity.......55 Duality in Banach spaces......87 Some applications.........110 2. Distributions and fourier transforms Test functions and distributions ...........135 Fourier transforms ...............166 Applications to differential equations..............192 Tauberian theory ...........208 3. Banach algebras and Spectral Theory Banach Algebras..........227 Commutative banach Algebras........263 Bounded operators on a Hillbert space.........292 Unbounded Operators............329
700	1		_aRudin, Walter
902			_bTFS
942			_cBK
999			_c95572 _d95572