Theorems on n-dimensional Laplace transforms and their applications
In the present paper we prove certain theorems involving the classical Laplace transform of $n$-variables. The theorems are then shown to yield a nice algorithm for evaluating $n$-dimensional Laplace transform pairs.
R. S. Dahiya, Jafar Saberi-Nadjafi
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Complete analytic solutions for convection-diffusion-reaction-source equations without using an inverse Laplace transform. [PDF]
Kim AS.
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Inverse Laplace transform and multiexponential fitting analysis of T2 relaxometry data: a phantom study with aqueous and fat containing samples. [PDF]
Ioannidis GS +5 more
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There are thirty one-parameter Laplace-type integral transforms, however, two-parameter Laplace-type integral transforms are few. Hence, the objective in the paper is to introduce and apply a new two-parameter Laplace-type integral transform, called the
E. E. Iyeme +3 more
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Pressure-Dependent Rate Constant Predictions Utilizing the Inverse Laplace Transform: A Victim of Deficient Input Data. [PDF]
Firaha DS +3 more
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Ramping cells in the rodent medial prefrontal cortex encode time to past and future events via real Laplace transform. [PDF]
Cao R, Bright IM, Howard MW.
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Laplace transform homotopy perturbation method for the approximation of variational problems. [PDF]
Filobello-Nino U +13 more
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Approximation of the ruin probability using the scaled Laplace transform inversion. [PDF]
Mnatsakanov RM, Sarkisian K, Hakobyan A.
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Homotopy perturbation method with Laplace Transform (LT-HPM) for solving Lane-Emden type differential equations (LETDEs). [PDF]
Tripathi R, Mishra HK.
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