Fractal Boundary Value Problems For Integral And Differential Equations With Local Fractional Operators

@article{Fra1484522, author = {T. Henson,R. Malarkodi}, title = {Fractal Boundary Value Problems For Integral And Differential Equations With Local Fractional Operators}, journal={International Journal of Computing Algorithm}, volume={3}, issue={3}, issn = {2278-2397}, year = {2014}, publisher = {Scholarly Citation Index Analytics-SCIA}

<?xml version='1.0' encoding='UTF-8'?> <record> <language>eng</language> <journalTitle>International Journal of Computing Algorithm</journalTitle> <eissn>2278-2397 </eissn> <publicationDate>2014</publicationDate> <volume>3</volume> <issue>3</issue> <startPage>226</startPage> <endPage>228</endPage> <documentType>article</documentType> <title language='eng'>Fractal Boundary Value Problems For Integral And Differential Equations With Local Fractional Operators</title> <authors> <author> <name>T. Henson</name> </author> </authors> <abstract language='eng'>In this paper, the local fractional decomposition method is applied to investigate the fractal boundary value problems for the Volterra integral equations and heat conduction equations. The accuracy and reliability of the obtained results of explained using examples.</abstract> <fullTextUrl format='pdf'>http://www.hindex.org/2014/p845.pdf</fullTextUrl> <keywords language='eng'> <keyword>Local fractional decomposition method, heat conduction equations, integral equations, boundary value problem.</keyword> </keywords> </record>

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