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| Definition | : | Laplace transform |
| Category | : | Academic & Science » Mathematics |
| Country/ Region |
: | Worldwide
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Laplace transform (L) is a mathematical technique used to transform a function of time (f(t)) into a function of a complex variable (F(s)) that is more amenable to analysis.
Laplace transform is widely used in engineering and physics, particularly in the study of control systems, circuits, and the solution of differential equations.
Laplace transform is named after the French mathematician and astronomer Pierre-Simon Laplace.
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Left
Language & Linguistics
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Liter
Units
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Luminosity
Physics
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50 (Roman numeral)
Mathematics
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Large
Fashion & Lifestyle
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Liberalerna
[Liberals]
Politics
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Leaner/Learning
Land Transport
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angular momentum
Physics
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Inductance
Electrical
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Likelihood function
Mathematics
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Leucine
Biochemistry
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mean free path
Physics
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Lollipop
Software & Applications
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Langmuir
Chemistry
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constructible universe
Mathematics
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Latent heat
Engineering
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Carl Linnaeus
Celebrities & Famous
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Laelia
Botany
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Liverpool
Postal
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Low gear
Automotive
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Loews Corporation
NYSE
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Galactic longitude
Astronomy & Space Science
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Avogadro constant
Chemistry
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Lewisite
Chemistry
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The full form of L is Laplace transform
Length | Left | Liter | Luminosity | 50 (Roman numeral) | angular momentum | Inductance | Likelihood function | mean free path | Langmuir | constructible universe | Laplace transform | Latent heat | Galactic longitude | Avogadro constant | Lewisite
Length | Left | Liter | Luminosity | 50 (Roman numeral) | Large | Leaner/Learning | angular momentum | Inductance | Likelihood function | Leucine | mean free path | Lollipop | Langmuir | constructible universe | Laplace transform | Latent heat | Carl Linnaeus | Laelia | Low gear | Galactic longitude | Avogadro constant | Lewisite