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Visilab Report #2021-05. In this communication it is shown that a function of the Laplace operator acting on an arbitrary function can be transformed to a three-dimensional integral. The cases of the exponential function and of an arbitrary function expressible as a power series, are treated.
- The Artist
Mr. Henrik Stenlund has painted actively since 2006,...
- The Artist
The following articles are merged in Scholar. Their combined citations are counted only for the first article.
Henrik Stenlund. A set of equations for removing and adding of a parameter were found in a scalar type vector function. By using the Cauchy-Euler differential operator in an exponential form ...
May 25, 2014 · On a Method for Solving Infinite Series. Henrik Stenlund. This paper is about a method for solving infinite series in closed form by using inverse and forward Laplace transforms. The resulting integral is to be solved instead. The method is extended by parametrizing the series.
- Henrik Stenlund
- arXiv:1405.7633 [math.GM]
- 2014
- 44A10, 11M41, 16W60, 20F14, 40A25, 65B10
Henrik Stenlund. 1(Visilab Signal Technologies Oy in Finland) Corresponding Author: Henrik Stenlund. ABSTRACT: Creating a generating function for a polynomial is sometimes very troublesome as...
Jul 21, 2021 · Henrik Stenlund. In this paper it is shown that a function of the constant dot product of the gradient operator acting on an arbitrary function can be transformed to a double three-dimensional integral. The inner one of them is a Fourier transform of the operator function.
Mr. Henrik Stenlund has painted actively since 2006, starting with pencil and charcoal. He has extended to acryl, woodcut prints, oil, watercolour, pastel and recently to encaustic art. He is an experimenter in these techniques inventing fresh ways to express ideas.
