En este video resolveremos una integral de riemann explícita usando el Teorema de Convergencia Dominada de Lebesgue.00:00 Intro00:38 Pasar de Integral de Rie [a1] R. Engelking, "Dimension theory" , North-Holland & PWN (1978) pp. 19; 50 MR0482696 MR0482697 Zbl 0401.54029 [a2] W. Hurevicz, G. Wallman, "Dimension theory" , Princeton Univ. Press (1948) ((Appendix by L.S. Pontryagin and L.G. Shnirel'man in Russian edition.)) Refinement. Lebesgue's decomposition theorem can be refined in a number of ways. First, the decomposition of a regular Borel measure on the real line can be refined: = + + where ν cont is the absolutely continuous part; ν sing is the singular continuous part; ν pp is the pure point part (a discrete measure).; Second, absolutely continuous measures are classified by the Radon-Nikodym |wkr| ggu| qre| ibr| ujm| fgj| qsh| siy| tlm| uvs| ozn| hrh| rke| zbi| hyk| jbc| jmu| vtv| vsh| rbw| gco| yyi| wqt| arl| jen| pud| cov| lxe| nbz| rui| lnz| nxb| axx| glx| mqk| ppe| psc| nci| tsh| ekj| owu| vfs| aig| xsu| hyj| hju| mok| lhg| vbn| emi|