monic

monic
a) of a polynomial whose leading coefficient is one

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  • monic — MONÍC, monice, s.n. (reg.) Dâmb mic; movilă. Trimis de gall, 11.04.2008. Sursa: DLRM …   Dicționar Român

  • Monic — In mathematics, monic can refer to monic morphism a special kind of morphism in category theory. monic polynomial a polynomial whose leading coefficient is one. In linguistics, monic can refer to Monic languages This disambiguation page lists… …   Wikipedia

  • monic — hor·monic; …   English syllables

  • Monic languages — Monic Geographic distribution: Indochina Linguistic classification: Austro Asiatic Nuclear Mon–Khmer Nico Monic Asli Monic Monic …   Wikipedia

  • Monic Cecconi-Botella — Monic Gabrielle Cecconi Botella (b. 30 Sept 1936) is a French pianist, music educator and composer. She was born in Courbevoie and studied at the Paris Conservatoire with Maurice Durufle, Jean Rivier and Henri Dutilleux. After completing her… …   Wikipedia

  • Monic Hendrickx — (born Stevensbeek, December 3, 1966) is a Dutch actress. She has won several awards during her career including three Golden Calf awards for Best Actress at the Nederlands Film Festival, the Jury Award at the 2001 Newport Beach Film Festival and… …   Wikipedia

  • Monic Cecconi-Botella — (ou Monique Cecconi Botella) est une compositrice française née le 30 septembre 1936 à Courbevoie. Premier Grand Prix de Rome en 1966, elle participe activement à l organisation de l ensemble Itinéraire. D abord professeur d écriture musicale au… …   Wikipédia en Français

  • Monic polynomial — In algebra, a monic polynomial is a polynomial in which the leading coefficient cn is equal to 1. Contents 1 Univariate polynomials 1.1 Examples 1.2 …   Wikipedia

  • Monic Cecconi-Botella — Monique Cecconi Botella (auch: Monic Cecconi Botella; * 1936) ist eine französische Komponistin und Musikpädagogin. Cecconi Botella studierte am Conservatoire de Paris Komposition bei Jean Rivier und Henri Dutilleux, Kontrapunkt und Fuge bei… …   Deutsch Wikipedia

  • monic — /mon ik/, adj. Math. (of a polynomial) having the coefficient of the term of highest degree equal to 1. [1935 40; MON + IC] * * * …   Universalium

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