Mathematical Institute eLibrary of Mathematical Instituteof the Serbian Academy of Sciences and Arts Mathematical Institute
> Home / All Journals / Journal /
 
Front Page Mathematica MoravicaPublisher: Faculty of Technical Sciences Čačak, University of Kragujevac, ČačakISSN: 1450-5932Issue: 14_2Date: 2010Journal Homepage
 

A Procedure for Obtaining a Family of Iterative Formulas for Finding Zeros of Functions 1 - 5
Dragomir Simeunović  
AbstractKeywords: Iterative formulas; approximative solutions of equationsMSC: 65H05DOI: 10.5937/MatMor1002001S
A remark on the Upper Bounds of the Moduli of the Roots of Algebraic Equations 7 - 9
Dragomir Simeunović  
AbstractKeywords: Roots of algebraic equations; upper bounds for roots moduliMSC: 12D10DOI: 10.5937/MatMor1002007S
Fixed Points on Tasković’s Upper Transversal Intervally Spaces 11 - 18
Ivan Mitrović  
AbstractKeywords: TCS-convergence; topological spaces; metric spaces; nonlinear conditions of contractions; fixed apex; nonnumerical transverses; completeness; fixed points; forked points; controlling function; Principle of Transpose; transversal spacesMSC: 47H10 54H25DOI: 10.5937/MatMor1002011M
Transversal Theory of Fixed Point, Fixed Apices, and Forked Points 19 - 97
Milan Tasković  
AbstractKeywords: TCS-convergence; topological spaces; metric spaces; nonlinear conditions of contractions; fixed apex; nonnumerical transverses; completeness; fixed points; forked points; controlling function; Principle of Transpose; transversal spacesMSC: 47H10 54H25DOI: 10.5937/MatMor1002019T
Transversal Spring Spaces, the Equation $x = T(x,\dots,x)$ and Applications 99 - 124
Milan Tasković  
AbstractKeywords: General ecart; distance; Fréchet's spaces; Kurepa's spaces; Menger's spaces; transversal spaces; transversal intervally spaces; middle transversal intervally spaces; transverse; bisection functions; fixed points; transversal chaos spaces; asymptotic fixed point point theory; transversal spaces with nonnumerical transverse; asymptotic behaviour in springs of spaces; transversal spring spaces; middle transversal spring spaces; the equation $x = T(x;\dots;x)$; Kuratowski’s question; Tasković’s spacesMSC: 54E15; 47H10; 05A15 54H35; 54E25DOI: 10.5937/MatMor1002099T
New Solutions of Peano’s Differential Equation 125 - 143
Milan Tasković  
AbstractKeywords: Fixed points; diametral $\varphi$-contractions; complete metric spaces; nonlinear conditions for fixed points; optimizationMSC: 47H10 54H25DOI: 10.5937/MatMor1002125T
 




Remote Address: 3.16.203.27 • Server: elib.mi.sanu.ac.rsHTTP User Agent: Mozilla/5.0 AppleWebKit/537.36 (KHTML, like Gecko; compatible; ClaudeBot/1.0; +claudebot@anthropic.com)