000			01867nam a22002777a 4500
003			LSCPL
005			20190930122808.0
008			130319t2011 -usill.g |||| 001 0 eng d
020			_a9780470646137 (pbk)
024			_dNIA2019ayesha
040			_cNCL
082			_a620.00151 _bKRE-A 2011 234
100	1		_aKreyszig, Erwin _9800
245	1		_aAdvanced engineering mathematics / _cby Erwin Kreyszig
250			_a10th ed.
260			_aNew York : _bJohn Wiley & sons, _c2011c
300			_avarious. : _bill. ; _c 25 cm.
500			_aIndex included
505			_aA: Ordinary differential equations 1: First order ODEs 2: Second order linear ODEs 3: Higher order linear ODEs 4: Systems of ODEs .Phase plane .Qualitative methods 5: Series solution of ODEs .Special functions 6: Laplace transforms B: Linear algebra. Vector calculus 7: Linear algebra : matrices, vectors, determinants. linear systems 8: Linear algebra : matrix eigenvalue problems 9: Vector differential calculus .Grade,Dive,Curl 10: Vector integral calculus .Integral theorems C: Fourier analysis . Partial differential equations 11: Fourier analysis 12: Partial differential equations D: Complex analysis 13: Complex numbers and functions . Complex differentiation 14: Complex integration 15: Power series. Taylor series 16: Laurent series. Residue integration 17: Conformal mapping 18: Complex analysis and potential theory E: Numeric analysis 19: Numeric in general 20: Numeric linear algebra F: Optimization , graphs 22: Unconstrained optimization. linear programming 23: Graphs . Combinatorial optimization
650			_aEngineering mathematics _9701
650			_aEA _xEngineering Analysis----ENG1073L
650		4	_aFEAS _xFurther Engineering Analysis----ENG2307L
700	1		_aKreyszig, Herbert _9801
700	1		_aNorminton, Edward J. _9802
942			_2ddc _cBK
999			_c388 _d388