LT

(redirected from Laplace transform)
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AcronymDefinition
LTLieutenant
LTLuxury Touring (automotive model/feature)
LTLink Text (message boards)
LTLight
LTLeft
LTLaptop
LTLot
LTLaut (German: according to)
LTLesotho
LTLake Tahoe (California/Nevada)
LTLong-Term
LTLong-Time
LTLess Than (computer math)
LTLeicester
LTLithuania (ISO Country Identifier)
LTLess Than or equal to (computer math)
LTLogitech
LTLocal Time
LTLow Temperature
LTLife Threatening
LTLight Truck
LTLeutnant (German: second lieutenant)
LTLead Time
LTLeft Turn (Hyper Logo Turtle graphics command)
LTLunch Time
LTLook Through (Intelligent Jammers)
LTLanding Team
LTLatching
LTLeadership Team
LTLinear Technology
LTLooney Tunes
LTLight Trucks
LTLote (Portuguese: lot; postal usage)
LTLandtag (Legislative Body, Austria, Europe)
LTLeft Tackle (football)
LTLight Tank
LTLong Trail
LTLondon Transport
LTLetter of Transmittal
LTLine Type (AutoCAD)
LTLeukotriene
LTLength of Track
LTLong Ton
LTLight Traffic
LTLive Training
LTLaplace Transform (mathematics)
LTLinear Transformation (linear algebra)
LTLawrence Taylor (football player)
LTLazytown (TV series)
LTL-Tryptophan (amino acid)
LTLearning Technologies (various organizations)
LTLas Trampas (California)
LTLow Testosterone
LTLake Terminal Railroad Company
LTLecture Theatre
LTLinus Torvalds (developer/author of the Linux Kernel)
LTLevel Transmitter
LTLeak Testing
LTLucent Technologies
LTLow Tension
LTLong Tour
LTLong Text
LTLatest Thinking
LTLine Terminal
LTLast Trade (or trading day)
LTLady of the Thistle
LTLimited Term
LTLead Technician
LTLatent Trait
LTLower Tray
LTLindsay Taylor (basketball)
LTLakeland Terrier
LTLogical Topology
LTLive Trend
LTLadanian Tomlinson (football player)
LTLaundry Tray
LTLiquid Thinking (web integration, design and consulting company)
LTLogic Theory
LTLimited Too (store)
LTLashkar-e-Tayyiba (Kashmiri-focused militant group)
LTLong Transverse (raw metal piece width)
LTLung Transplantation
LTLarge Tug (US Army)
LTLiner Terms (shipping)
LTLeadership Trainer
LTLost Temple (gaming)
LTLatina, Lazio (Italian province)
LTLodge Treasurer (Order of the Arrow, Boy Scouts of America)
LTLaGrande Technology (Intel)
LTLorentz Transformation
LTLorien Trust
LTLifetap (MMORPG games)
LTLast Telecast
LTLiteFuze Transformer
LTLos Alamos Technical Associates
LTLufttransport AS (Norway)
LTLactate Threshhold
LTLong-Range Transmitter
LTLockout/Tagout Training
LTLaser Trooper (Star Kingdoms game)
LTLoudest Talker (voice conferencing algorithm)
LTLinetroll (Fault Passage Indicator; Nortroll AS, Norway)
LTLON-Talk Protocol
LTTurn Left After Takeoff
LTLubrication Threads (SAE)
LTLamar Transform
References in periodicals archive ?
The idea of the proof is to represent the Laplace transform of [[tau].sup.([??]).sub.r] as an integral with respect to the distribution of ([tau], [B.sub.[tau]]) by the Cameron-Martin formula, which is similar to the calculation used in [5].
The homotopy analysis transform method (Hatm) is a compounding of the homotopy analysis method (HAM) and Laplace transform method (Khan, Gondala, Hussain, & Vanani, 2012; Gondal, Arife, Khan, & Hussain, 2011; Kumar, Singh, & Kumar, 2014; Kumar, Kumar, & Baleanu, 2016).
The strength of the ARG process is that its dynamics can be easily characterized by the conditional Laplace transform:
Classical control theory uses the Laplace transform, a method to change differential equations in the time domain into a regular algebraic polynomial in the transform domain.
They write primarily for applied mathematicians who need to address the problems of inverting the Laplace transform of probability density (or of a positive function), but suggest that risk managers in banking and insurance should also be aware of the potential and effectiveness of the methodology for determining risk capital and the computation of premia.
This concept of improper fuzzy Riemann integral was later exploited by Allahviranloo and Ahmadi in [10] to introduce the fuzzy Laplace transform, which they used to solve some first-order fuzzy differential equations (FDEs).
The Laplace transform [phi](z) or L of a function f(t) is defined by [92]
The Laplace transform is an integral transform that is powerful and useful technique to solve differential equations, which transforms the original differential equation into an algebraic equation.
The Laplace transform methods for option pricing originate from the idea of randomizing the maturity in [1].
Now, we define the Laplace transform of a function f(x) of a variable x [member of] [R.sup.+] by
However, the authors will develop the necessary mathematical machinery employing the Laplace Transform inversion integral and contour integration of complex variable theory in order to analytically evaluate (5) and (6).