The notion of bicomplex variable appears at the end of XIX century, when it was nominated by Corado Segre [1]. Today, one can to see the names of many authors, which had studied bicomplex analysis, cited in the book of G. Baley-Price [2]. We recall too the paper of Stefan Roon, who remark the interconnection of bicomplex study and Fueter's regular function (to see Helsinki Technological University Press [3]). The porpose of our paper is to extend the complex treatment of complex analysis to the Gelfand's complex algebras theory. Let us recall that G. Baley-Price considers only multicomplex spaces.
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