000			02088nam a2200265 a 4500
001			vtls000001695
003			VRT
005			20250102223852.0
008			081109s1974 nyua | 001 0 eng d
020			_a0070602190
039		9	_a202301100956 _bshakra _c201402040057 _dVLOAD _c201007211140 _dmalmash _c200811091229 _dvenkatrajand _y200811090949 _zNoora
050		0	_aQA403.5 _b.S66 1974
100	1		_aSpiegel, Murray R. _9917
245	1	0	_aSchaum's Outline of Theory and Problems of Fourier Analysis : _bWith applications to Boundary Value Problems / _cby Murray R. Spiegel.
246	3	4	_aTheory and problems of Fourier analysis : _bwith applications to boundary value problems
246	3	8	_aFourier analysis
260			_aNew York : _bMcGraw-Hill, _cc1974.
300			_a191 p. : _bill. ; _c28 cm.
440		0	_aSchaum's outline series _910313
505			_aBoundary Value ProblemsFourier Series and ApplicationsOrthogonal FunctionsGamma, Beta and Other Special FunctionsFourier Integrals and ApplicationsBessel Functions and ApplicationsLegendre Functions and ApplicationsHermite, Laguerre and Other Orthogonal FunctionsAppendices A: Uniqueness of SolutionsAppendices B: Special Fourier SeriesAppendices C: Special Fourier TransformsAppendices D: Tables of Values for J0(x) and J1(x)Appendices E: Zeros of Bessel Functions
520			_aAce your course in Fourier analysis with this powerful study guide! With its clear explanations, hundreds of fully solved problems, and comprehensive coverage of the applications of Fourier series, this useful tool can sharpen your problem-solving skills, improve your comprehension, and reduce the time you need to spend studying. It also includes hundreds of additional practice problems for you to work on your own, at your own speed to help you get ready for tests. Featuring theorem proofs as well as real-world application examples, this comprehensive guide is also the perfect tutor for brushing up for graduate or professional exams
650		0	_aBoundary value problems. _97459
650		0	_aFourier analysis. _931572
942			_2lcc _n0 _cBK
999			_c13589 _d13589