Automatikos terminų žodynas. – Vilnius: Technika. Vilius Antanas Geleževičius, Angelė Kaulakienė, Stanislovas Marcinkevičius. 2004.
Laplace–Stieltjes transform — The Laplace–Stieltjes transform, named for Pierre Simon Laplace and Thomas Joannes Stieltjes, is a transform similar to the Laplace transform. It is useful in a number of areas of mathematics, including functional analysis, and certain areas of… … Wikipedia
Laplace'o transformacija — statusas T sritis automatika atitikmenys: angl. Laplace s transform; Laplace s transformation vok. Laplace Transformation, f; Laplace Transformierung rus. преобразование Лапласа, n pranc. transformation de Laplace, f; transformée de Laplace, f… … Automatikos terminų žodynas
Laplace's transformation — Laplace o transformacija statusas T sritis automatika atitikmenys: angl. Laplace s transform; Laplace s transformation vok. Laplace Transformation, f; Laplace Transformierung rus. преобразование Лапласа, n pranc. transformation de Laplace, f;… … Automatikos terminų žodynas
Laplace-Transformation — Laplace o transformacija statusas T sritis automatika atitikmenys: angl. Laplace s transform; Laplace s transformation vok. Laplace Transformation, f; Laplace Transformierung rus. преобразование Лапласа, n pranc. transformation de Laplace, f;… … Automatikos terminų žodynas
Laplace-Transformierung — Laplace o transformacija statusas T sritis automatika atitikmenys: angl. Laplace s transform; Laplace s transformation vok. Laplace Transformation, f; Laplace Transformierung rus. преобразование Лапласа, n pranc. transformation de Laplace, f;… … Automatikos terminų žodynas
Laplace transform — In mathematics, the Laplace transform is one of the best known and most widely used integral transforms. It is commonly used to produce an easily soluble algebraic equation from an ordinary differential equation. It has many important… … Wikipedia
Laplace transform applied to differential equations — The use of Laplace transform makes it much easier to solve linear differential equations with given initial conditions.First consider the following relations:: mathcal{L}{f } = s mathcal{L}{f} f(0): mathcal{L}{f } = s^2 mathcal{L}{f} s f(0) f (0) … Wikipedia
Laplace transform — Math. a map of a function, as a signal, defined esp. for positive real values, as time greater than zero, into another domain where the function is represented as a sum of exponentials. Cf. Fourier transform. [1940 45; after P. S. LAPLACE] * * *… … Universalium
Laplace, Pierre-Simon, marquis de — born March 23, 1749, Beaumount en Auge, France died March 5, 1827, Paris French mathematician, astronomer, and physicist. He is best known for his investigations into the stability of the solar system and the theory of magnetic, electrical, and… … Universalium
Transform (mathematics) — In mathematics a transform is an operator applied to a function so that under the transform certain operations are simplified. For example, in arithmetic when finding the logarithm of numbers, the process of finding the logarithm of the product… … Wikipedia
