Narayan, Shanti <br/><br/>
Elements of real analysis :   for B.A., B. Sc. and honours(mathematics and physics), M.A. and M. Sc. (mathematics) students of various Universities/Institutions as per UGC model carriculum and for I.A.S. and various other competitive examinations] ; [as per U.G.S. syllabus 

 - New Delhi :  S. Chand,  2009 
<br/><br/> includes index 
<br/><br/>1.	Sets and functions<br/>2.	The real numbers<br/>3.	Neighborhoods and limit points of a set. Open and closed sets<br/>4.	Countability of sets<br/>5.	Sequences<br/>6.	Infinite series with positive germs<br/>7.	Infinite series with positive and negative terms<br/>8.	Real functions. Limit and continuity<br/>9.	Real functions. The derivative<br/>10.	Mean value theorems<br/>11.	Maxima and minima<br/>12.	Indeterminate forms<br/>13.	Riemann integrability<br/>14.	The riemann stieltjes integral<br/>15.	Uniform convergence of sequences and series of functions<br/>16.	Improper integrals<br/>17.	Power series<br/>18.	Double sequences and series<br/>19.	Metric spaces<br/> 
<br/><br/><label>ISBN: </label>8121903068 
<br/><br/><label>Subjects--Topical Terms: </label><br/>Mathematical analysis
<br/><br/><label>Dewey Class. No.: </label>515  / N2186