01486nam a22002417a 450000500170000000800410001702000180005804100080007608200200008410000220010424500780012626000510020430000110025552008060026665000130107265000260108565000180111165000180112965000240114765000190117165000350119070000190122520260820000854.0260819b        |||||||| |||| 00| 0 eng d  a9788173190643  aeng  a515 bN99 SOM C  aSomasundaram,  D.12aA first course in mathematical analysis / cD. Somasundaram, B. Choudhary  aNew York : bNarosa Publishing House, c1999.   a606p.   aIntended to serve as a textbook in Real Analysis at the Advanced Calculus level. Some of the welcome features of the book are motivation for the theory and abstraction through examples. Experience has convinced us that if Euclidean spaces are properly understood, it is a small jump to other spaces such as the space of continuous fundions and abstract metric spaces.

Topics like Field of real numbers, Foundation of calculus, Metric spaces, Compactness, Connectedness, Riemann integration, Fourier series, Calculus of several variables and Multiple integrals are presented systematically with diagrams and illustrations. Graded examples are provided to enable the students to understand the basic concepts of Real Analysis.

This book would also be useful for students doing Engineering and Physics. 4aCalculus 4aMathematical analysis 4aReal analysis 4aMetric spaces 4aRiemann integration 4aFourier series 4aFunctions of several variables  aChoudhary, B.