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Front Page Novi Sad Journal of MathematicsPublisher: Department of Mathematics and Informatics, Faculty of Sciences, Novi SadISSN: 1450-5444 (Print), 2406-2014 (Online)Issue: 15_1Date: 1985Journal Homepage
 

On defining distribution $(x_+^r)^{-s}_-$ 119 - 129
Brian Fisher  
AbstractKeywords: Dirac delta-function; distribution; test function; neutrix; neutrix limitMSC: 46F10
Some results on the product of distributions defined by distribution vector 131 - 144
Brian Fisher  
AbstractKeywords: Dirac delta-function; distribution; test function; neutrix; neutrix limitMSC: 46F10
On almost continuous multifunctions 145 - 154
Valeriu Popa  
AbstractKeywords: multi functions; almost continuous; lower almost continuousMSC: 54C60
Asymptotics of solutions of a class of second order nonlinear differential equations 155 - 168
Vojislav Marić and Zvezdana Radašin  
AbstractKeywords: second order nonlinear differential equations; asymptotics of solutionsMSC: 34E05
Hermite polynomicals and the product of Gaussian measures 169 - 173
Zoran Ivković  
AbstractKeywords: Hermite polynomial of Gaussian process; orthogonal stochastic measure; multiple stochastic integralMSC: 60G15; 60G12
On the equivalence of distributions at infinity 175 - 187
Arpad Takači  
AbstractKeywords: asymptotic behaviour of distributions; equivalence at infinity; regularly varying functionsMSC: 46F10
On $\sigma$-permutable $n$-groupoids 189 - 198
Wiesław A. Dudek and Zoran Stojaković  
AbstractKeywords: n-groupoid; n-quasigroup; n-semigroup; n-group; permutation; commutativity; associativityMSC: 20N15
On the lattice of weak fuzzy congruence relations on algebras 199 - 207
Gradimir Vojvodić and Branimir Šešelja  
AbstractKeywords: fuzzy sets; universal algebrasMSC: 03E72; 08A30
Fuzzy congruence relations and groupoids 209 - 215
Branimir Šešelja and Gradimir Vojvodić  
AbstractKeywords: fuzzy sets; universal algebrasMSC: 03E72 08A30
On the permutability of weak fuzzy congruence relations 217 - 223
Branimir Šešelja and Gradimir Vojvodić  
AbstractKeywords: fuzzy seta; universal algebrasMSC: 03E72 08A30
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