eLibrary of Mathematical Instituteof the Serbian Academy of Sciences and Arts

AboutBrowse eLibrary

> Home / All Journals / Journal /

Novi Sad Journal of MathematicsPublisher: Department of Mathematics and Informatics, Faculty of Sciences, Novi SadISSN: 1450-5444 (Print), 2406-2014 (Online)Issue: 19_2Date: 1989Journal Homepage Editorial BoardImpressum   $n$-Решетки 105 - 118 Яанез Ушан   AbstractKeywords: n-groupoids; n-lattices; (1;n)-neutral operations on n-groupoidsMSC: 20N15 О $n$–квазигруппах Бола 119 - 124 Яанез Ушан   AbstractKeywords: quasigroups; Moufang loops; {i;j}-neutral operations on n-groupoidsMSC: 20N05 Нейтральные операции $(n,m)$-группоидов 125 - 137 Яанез Ушан   AbstractKeywords: n-groupoides; (n;m)-groupoides; (n;m)-semigroups; n-groups; (n;m)-groups; {i;j}-neutral operations on (n;m)-groupoidsMSC: 20N05 A quadratic spline difference scheme for a self-adjoint boundary value problem 139 - 147 Katarina Surla   AbstractKeywords: quadratic spline; difference scheme; fitting factor; singular perturbation problemMSC: 65L10 Spline difference scheme on a non-uniform mesh 149 - 160 Katarina Surla and V. Jerković   AbstractKeywords: spline difference scheme; fitting factor; singular perturbation problemMSC: 65L10 65L12; 65L50 Sufficient conditions for a uniform convergence family of quadratic spline difference scheme 161 - 170 Katarina Surla and Zorica Uzelac   AbstractMSC: 65L10; 65D07 Mesh generation methods for numerical solution of quasilinear singular perturbation problems 171 - 193 Relja Vulanović   AbstractKeywords: singular perturbation; boundary value problem; finite-difference scheme; M-matrix; stability; consistencyMSC: 65L10; 65L50 Example of a continuous non-Markovian process $X(t)=W_1(t)+\varphi(t)W_2(t)$ of multiplicity two 195 - 201 Zoran A. Ivković   AbstractKeywords: spectral type of second-order process; M-ple Markovian processMSC: 60G12 A class of generalized random processes with values in $L^2(\Omega)$ 203 - 217 Zagorka Lozanov-Crvenković and Stevan Pilipović   AbstractKeywords: generalized random process; the Zemanian space $\mathcal A$MSC: 60H99 60G20 Convergence of a sequence of generalized random processes on the Zemanin space $\mathcal A$ 219 - 232 Zagorka Crvenković   AbstractKeywords: generalized random process; convergence in mean; convergence in probabilityMSC: 60H99 60G20 Article page: <<123>>

Issue 25 of 98Previous IssueNext Issue Articles 11 - 20 of 21Previous pageNext page Quick Search within Title/Keywords within Authors within MSC

Remote Address: 52.15.170.196 • Server: elib.mi.sanu.ac.rsHTTP User Agent: Mozilla/5.0 AppleWebKit/537.36 (KHTML, like Gecko; compatible; ClaudeBot/1.0; +claudebot@anthropic.com)