Frequency Distribution of a Resistance formed by Series combination through Convolution
| Author(s) | : | Yamini M Parmar |
| Institution | : | Assistant Professor, Department of Mathematics, Government Engineering College, Gandhinagar (Guj), India |
| Published In | : | Vol. 2, Issue 12 — December 2015 |
| Page No. | : | 55-59 |
| Domain | : | Engineering |
| Type | : | Research Paper |
| ISSN (Online) | : | 2348-4470 |
| ISSN (Print) | : | 2348-6406 |
Methods based on the Fourier transform are used in virtually all areas of engineering and science. Fouriertransform is a pervasive and versatile tool. Fourier transform, especially convolution and some special functions, is a veryuseful tool to solve problems of probability distribution.Numerical practice on serial products confirms the feeling forconvolution and incidentally draws attention to practical character of numerical evaluation. Here in this paper, the authorsused Unit rectangle function, convolution and central limit theorem to solve the problem from Probability distribution ofserial product.
Yamini M Parmar, “Frequency Distribution of a Resistance formed by Series combination through Convolution”, International Journal of Advance Engineering and Research Development (IJAERD), Vol. 2, Issue 12, pp. 55-59, December 2015.
