Luis Arias Vera (San Pedro de Lloc 21-8-1932 / Lima 8-10-2016)
نویسندگان
چکیده
منابع مشابه
De Novo San Luis Valley Syndrome-like der(8) Chromosome With a Concomitant dup(8p22) in a Mexican Girl
Alma Laura Sánchez-Casillas, B.S., Horacio Rivera, M.D., Anna Gabriela Castro-Martínez, B.S., José Elías García-Ortiz, Ph.D., Carlos Córdova-Fletes, Ph.D., and Paul Mendoza-Pérez, B.S. Centro de Investigación Biomédica de Occidente, Instituto Mexicano del Seguro Social, Guadalajara, Jal.; Biología Molecular y Genómica, Centro Universitario de Ciencias de la Salud, Universidad de Guadalajara, Gu...
متن کاملCS 880 : Complexity of Counting Problems 04 / 10 / 2012 Lecture 21 : Claims 8 . 2 - 8 . 4
Last time we stoped at the claim 8.2, where we showed D 2,a = λD 1,a a ∈ K and λ ∈ C, where K = {i ∈ [h]|D 1,i = 0} We ultimately want to show that the equality is correct for every a. Let us recal the vanishing lemma A that we will use it for the first time in this lecture: For a positive integer k and 1 ≤ i ≤ k, let {x i,n } n≥1 be k infinite sequences of non-zero real numbers.
متن کاملMasthead: (Adv. Sci. 8/2016)
Open Access and Copyright: All articles published by Advanced Science are fully open access: immediately freely available to read, download and share. All articles are published under the terms of the Creative Commons Attribution License (CC-BY). The CC-BY license permits use, distribution and reproduction in any medium, provided the original work is properly cited and allows the commercial use...
متن کاملContents: (Adv. Sci. 8/2016)
Cheng-Wei Qiu, Tie Jun Cui, and co-workers present an all-dielectric semispherical lens with functions in shaping 3D wave-propagation paths in article 1600022. The cover image shows principle of the 3D superresolution imaging system, which includes a semispherical magnifying meta-lens and a planar focusing lens. The semispherical lens magnifies signals of the objects located at the core of lens...
متن کاملLecture 5 — September 8 , 2016
1 Overview In the last lecture we took a more in depth look at Chernoff Bounds and introduced subgaussian and subexponential variables. In this lecture we will continue talking about subgaussian variables and related random variables – subexponential and subgamma, and finally we will give a proof of famous Johnson-Lindenstrauss lemma using property of subgaussian/subgamma variables. Definition ...
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ژورنال
عنوان ژورنال: Illapa Mana Tukukuq
سال: 2019
ISSN: 1813-8195
DOI: 10.31381/illapa.v0i13.1892