- Volterra series
- ряд Вольтерра
Авиасловарь. М.А.Левин. 2004.
Volterra series
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Volterra series — The Volterra series and Volterra theorem was developed in 1887 by Vito Volterra. It is a model for non linear behavior, similar to the Taylor series. It differs from the Taylor series in its ability to capture memory effects. The Taylor series… … Wikipedia
Volterra (disambiguation) — Volterra may refer to the following:* Volterra a town in Italy * Daniele da Volterra an Italian painter * Francesco da Volterra an Italian painter * Vito Volterra an Italian mathematician * Volterra Semiconductor an American semiconductor… … Wikipedia
Volterra Semiconductor — Infobox Company company name = Volterra Semiconductor company company type = Public (nasdaq|VLTR) foundation = 1996 location = Fremont, California, USA industry = Semiconductors products = Power management num employees = 150 homepage =… … Wikipedia
Vito Volterra — Infobox Scientist name = Vito Volterra box width = image size = 140px caption = Vito Volterra birth date = May 3, 1860 birth place = Ancona death date = October 11, 1940 death place = residence = citizenship = nationality = Italian ethnicity =… … Wikipedia
Daniele da Volterra — Daniele da Volterra, Descent from the Cross (circa 1545), after its restoration in 2004; Trinità dei Monti, Rome Born c. 1509 Volterra … Wikipedia
Lotka–Volterra equation — The Lotka–Volterra equations, also known as the predator prey equations , are a pair of first order, non linear, differential equations frequently used to describe the dynamics of biological systems in which two species interact, one a predator… … Wikipedia
Ecuaciones Lotka–Volterra — Saltar a navegación, búsqueda Las ecuaciones de Lotka Volterra, también conocidas como ecuaciones predador presa, son un par de ecuaciones diferenciales de primer orden no lineales que se usan para el modelado de dos poblaciones que interactuan,… … Wikipedia Español
Daniele Da Volterra — Daniele da Volterra † Catholic Encyclopedia ► Daniele da Volterra (RICCIARELLI). Italian painter, b. at Volterra, 1509; d. in Rome, 1566. Ricciarelli was called Volterra from the place of his birth. As a boy, he entered the… … Catholic encyclopedia
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Lotka-Volterra-Konkurrenzgleichungen — Die Lotka Volterra Konkurrenzgleichungen der Theoretischen Biologie sind ein klassischer Ansatz zur Beschreibung der Dynamik einer stark vereinfachten Biozönose, bestehend aus einer nachwachsenden Ressource und mindestens 2 darum konkurrierender… … Deutsch Wikipedia
Liouville-Neumann series — In mathematics, the Liouville Neumann series is an infinite series that corresponds to the resolvent formalism technique of solving the Fredholm integral equations in Fredholm theory.DefinitionThe Liouville Neumann series is defined as:phileft(x… … Wikipedia
