Recently I have given a generalisation of the Laplace integral Φ (8)= ∫<SUP>∞</SUP> <SUB>0</SUB> e <SUP>-m</SUP>ƒ(t)dt (1) in the form Φ <SUP>k</SUP><SUB>m</SUB> (s)= ∫<SUP>∞</SUP> <SUB>0</SUB> (2st) <SUP>-1/4</SUP> W <SUB>k,m</SUB>(2st)f(t)dt (2) where W <SUB>k, m</SUB> (x) stands for Whittaker Functions
It is proposed an extension of the Riemann inversion formula that can be used for computing the inve...
It is proposed an extension of the Riemann inversion formula that can be used for computing the inve...
AbstractWe shall give very natural and numerical real inversion formulas of the Laplace transform fo...
This paper provides an elementary derivation of a very simple closed-form inversion formula for th...
The body of the paper presents the statement and proof of a theorem which affords the Laplace invers...
AbstractIn this paper a complex inversion formula for a generalized Laplace transform F(x)=Γ(A)Γ(B)∫...
Abstract. Under certain conditions, starting from the Riemann inversion formula, which gives an expl...
Abstract. Under certain conditions, starting from the Riemann inversion formula, which gives an expl...
Abstract. Under certain conditions, starting from the Riemann inversion formula, which gives an expl...
AbstractIn this note we give a procedure for inverting the integral transform f(x) = ∫0∞ k(xt) φ(t) ...
The Laplace transform is an integral transform widely used in applied mathematics for the determinat...
The Laplace transform is an integral transform widely used in applied mathematics for the determinat...
The Laplace transform is a useful and powerful analytic tool with applications to several areas of a...
It is proposed an extension of the Riemann inversion formula that can be used for computing the inve...
It is proposed an extension of the Riemann inversion formula that can be used for computing the inve...
It is proposed an extension of the Riemann inversion formula that can be used for computing the inve...
It is proposed an extension of the Riemann inversion formula that can be used for computing the inve...
AbstractWe shall give very natural and numerical real inversion formulas of the Laplace transform fo...
This paper provides an elementary derivation of a very simple closed-form inversion formula for th...
The body of the paper presents the statement and proof of a theorem which affords the Laplace invers...
AbstractIn this paper a complex inversion formula for a generalized Laplace transform F(x)=Γ(A)Γ(B)∫...
Abstract. Under certain conditions, starting from the Riemann inversion formula, which gives an expl...
Abstract. Under certain conditions, starting from the Riemann inversion formula, which gives an expl...
Abstract. Under certain conditions, starting from the Riemann inversion formula, which gives an expl...
AbstractIn this note we give a procedure for inverting the integral transform f(x) = ∫0∞ k(xt) φ(t) ...
The Laplace transform is an integral transform widely used in applied mathematics for the determinat...
The Laplace transform is an integral transform widely used in applied mathematics for the determinat...
The Laplace transform is a useful and powerful analytic tool with applications to several areas of a...
It is proposed an extension of the Riemann inversion formula that can be used for computing the inve...
It is proposed an extension of the Riemann inversion formula that can be used for computing the inve...
It is proposed an extension of the Riemann inversion formula that can be used for computing the inve...
It is proposed an extension of the Riemann inversion formula that can be used for computing the inve...
AbstractWe shall give very natural and numerical real inversion formulas of the Laplace transform fo...
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