نتایج جستجو برای: becker

تعداد نتایج: 4183  

Journal: :Delito y Sociedad 2016

Journal: :Annales Fennici Mathematici 2022

A well-known theorem by Becker states that if a normalized univalent function \(f\) in the unit disk \(\mathbb{D}\) can be embedded as initial element into Loewner chain \((f_t)_{t\geqslant 0}\) such Herglotz \(p\) Loewner-Kufarev PDE \(\partial f_t(z)/\partial f=zf'_t(z)p(z,t)\), \(z\in\mathbb{D}\), a.e. \(t\ge0\),satisfies \(\big|(p(z,t)-1)/(p(z,t)+1)\big|\le k<1\), then admits \(k\)-q.c. ...

2017

© Springer Science+Business Media New York 2015 S. Grossbard, The Marriage Motive: A Price Theory of Marriage, DOI 10.1007/978-1-4614-1623-4_2 This chapter and the following are adapted from “A Theory of Allocation of Time in Markets for Labor and Marriage,” Economic Journal, Vol. 94, pp. 863–882, December 1984. While writing it I benefited from helpful comments from Gary Becker, Jerry Green (f...

2017
Leigh B. Waddell Frances J. Evesson Kathryn N. North Sandra T. Cooper Nigel F. Clarke

Journal: :CoRR 2018
Jason Bell Frédéric Chyzak Michael Coons Philippe Dumas

In 1994, Becker conjectured that if $F(z)$ is a $k$-regular power series, then there exists a $k$-regular rational function $R(z)$ such that $F(z)/R(z)$ satisfies a Mahler-type functional equation with polynomial coefficients where the initial coefficient satisfies $a_0(z)=1$. In this paper, we prove Becker's conjecture in the best-possible form; we show that the rational function $R(z)$ can be...

Journal: :Journal of Glaciology 1960

Journal: :Questions de communication 2015

Journal: :The Open Nuclear Medicine Journal 2009

2014
Fernando A. Luz Gislene L. Gonçalves Gilson R. P. Moreira Vitor O. Becker

Three new cecidogenous species of Palaeomystella Fletcher (Lepidoptera, Momphidae) from the Brazilian Atlantic Rain Forest are described. Larvae of P. fernandesi Moreira & Becker, sp. n., P. rosaemariae Moreira & Becker, sp. n. and P. tavaresi Becker & Moreira, sp. n. induce galls, respectively, on Tibouchina sellowiana (Cham.) Cogn., T. asperior (Cham.) Cogn. and T. fissinervia (Schrank & Mart...

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