000			01105nam a22002417a 4500
001			biblionumber
003			Bo-uto-fni
005			20231106151741.0
007			ta
008			231106b1958 nyu||||| |||| 00| 0 eng d
040			_aUTO _bing _cBo-uto-fni _eRDA
041			_aing
082			_221 _a515.43 _bZ11
100	1		_eautor _aZaanen, Adriann C.
245	0		_aAn Introduction to the Theory of Integration.
250			_aPrimera Edición
260			_aNew YORK: _bSole distributors for U.S.A., _c1958.
300			_a254 páginas. _bEjemplos. _c22 cms.
505			_aPoint sets,zorn´s lemma, and metric spaces. Measure. Daniell Integral. Stieltjes-lebesgue integral. Fubini´s theorem. Banach space and hilbert spach, Lp spaces. The radon-nikodym theorem. Differentiation. New variables in a lebesque integral. Measures and functions on the real line. Signed measures and complex measures. Conjugate spaces and weak convergence. Fourier transformation. Ergodic theory
546			_aEn ingles
653			_aAn Introduction to the Theory of Integration.
942			_2ddc _cBK
999			_c20632 _d20632