An Introduction to the Theory of Integration.
Zaanen, Adriann C.
An Introduction to the Theory of Integration. - Primera Edición - New YORK: Sole distributors for U.S.A., 1958. - 254 páginas. Ejemplos. 22 cms.
Point 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
En ingles
An Introduction to the Theory of Integration.
515.43 / Z11
An Introduction to the Theory of Integration. - Primera Edición - New YORK: Sole distributors for U.S.A., 1958. - 254 páginas. Ejemplos. 22 cms.
Point 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
En ingles
An Introduction to the Theory of Integration.
515.43 / Z11