Lame function

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• Lamé function — In mathematics, a Lamé function (or ellipsoidal harmonic function) is a solution of Lamé s equation, a second order ordinary differential equation. It was introduced in the paper harvs|first=Gabriel|last= Lamé|authorlink= Gabriel Lamé|year=1837.… …   Wikipedia

• Lame — (l[=a]m), a. [Compar. {Lamer} (l[=a]m [ e]r); superl. {Lamest}.] [OE. lame, AS. lama; akin to D. lam, G. lahm, OHG., Dan., & Sw. lam, Icel. lami, Russ. lomate to break, lomota rheumatism.] 1. (a) Moving with pain or difficulty on account of… …   The Collaborative International Dictionary of English

• Lame duck — Lame Lame (l[=a]m), a. [Compar. {Lamer} (l[=a]m [ e]r); superl. {Lamest}.] [OE. lame, AS. lama; akin to D. lam, G. lahm, OHG., Dan., & Sw. lam, Icel. lami, Russ. lomate to break, lomota rheumatism.] 1. (a) Moving with pain or difficulty on… …   The Collaborative International Dictionary of English

• Lamé parameters — In linear elasticity, the Lamé parameters are the two parameters * λ, also called Lamé s first parameter . * μ, the shear modulus or Lamé s second parameter .which in homogenous, isotropic materials satisfy Hooke s law in 3D,:sigma=2mu varepsilon …   Wikipedia

• lame — 1. adjective /leɪm/ a) unable to walk properly because of a problem with ones feet or legs a lame leg, arm or muscle b) moving with pain or difficulty on account of injury, defect or temporary obstruction of a function He had a really lame excuse …   Wiktionary

• Gabriel Lamé — (July 22, 1795 May 1, 1870) was a French mathematician. BiographyLamé was born in Tours, in today s département of Indre et Loire.He became well known for his general theory of curvilinear coordinates and his notation and study of classes of… …   Wikipedia

• Mathieu function — In mathematics, the Mathieu functions are certain special functions useful for treating a variety of problems in applied mathematics, including vibrating elliptical drumheads, quadrupoles mass filters and quadrupole ion traps for mass… …   Wikipedia

• List of mathematics articles (L) — NOTOC L L (complexity) L BFGS L² cohomology L function L game L notation L system L theory L Analyse des Infiniment Petits pour l Intelligence des Lignes Courbes L Hôpital s rule L(R) La Géométrie Labeled graph Labelled enumeration theorem Lack… …   Wikipedia

• List of mathematical functions — In mathematics, several functions or groups of functions are important enough to deserve their own names. This is a listing of pointers to those articles which explain these functions in more detail. There is a large theory of special functions… …   Wikipedia

• Friedrich Heinrich Albert Wangerin — Infobox Scientist box width = 300px name = Friedrich Heinrich Albert Wangerin image size = caption = birth date = November 18, 1844 birth place = Greifenberg, Germany death date = death date and age |1933|10|25|1844|11|18 death place = Halle,… …   Wikipedia

• Эрдейи, Артур — Артур Эрдейи Arthur Erdélyi Дата рождения: 2 октября 1908(1908 10 02) Место рождения: Будапешт, Австро Венгрия (ныне Венгрия) Дата смерти …   Википедия