000			01505nam a2200241 4500
001			vtls001911660
003			MY-SjTCS
005			20200226121342.0
008			110218t2000 mau 001 eng
020			_a0395959330
039		9	_a201909131604 _bummi _c201102181334 _dVLOAD _y200407271916 _zVLOAD
082	0	4	_a515 _bDAN
100	1		_aDangello, Frank. _911466
245	1	0	_aIntroductory real analysis / _cFrank Dangello, Michael Seyfried
260			_aBoston, Mass. : _bHoughton Mifflin, _cc2000
300			_axi, 287 p. ; _c25 cm.
505	0		_aPreface. Ch. 1. Proofs, sets, and functions. - Ch. 2. The structure of R. - Ch. 3. Sequences. - Ch. 4. Continuty. - Ch.5. Differentiation. - Ch. 6. Riemann integration. - Ch. 7. Infinite series. - Ch. 8. Sequences and series of functions. - Ch. 9. Power series. - Ch. 10. The Riemann-Stieltjes integral. - Ch. 11. The topology of R. - Bibliography. - Hints and answers. - Index.
520			_a[This book] is designed as an accessible development of the topics in advanced calculus, with a main focus on helping students develop their skills in analyzing and writing proofs. Covering a range of topics, from sequences to power functions to the topology of R, [this book] meets the high degree of course variation and requirements at this level while giving instructors flexibility in the classroom - Back cover.
650		0	_aMathematical analysis.
700	1		_aSeyfried, Michael. _e(j.a.) _9103487
920			_aADP : 93929
921			_aGEN : 102679
999			_c181331