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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: 45_1Date: 2015Journal Homepage

Abel type theorems for the wavelet transform through the quasiasymptotic boundedness 201 - 206
Mirjana Vuković and Ivana Zubac  
AbstractKeywords: wavelet transform; distributions: tempered; $\alpha$-exponentially; quasiasymptotic boundedness; Abelian type theoremsMSC: 46F12; 42C40
Almost automorphic generalized functions 207 - 214
Chikh Bouzar, Mohammed Taha Khalladi and Fatima Zohra Tchouar  
AbstractKeywords: almost automorphic functions; almost automorphic distributions; almost automorphic generalized functionsMSC: 43A60; 46F30; 42A75
Conical spacetimes and global hyperbolicity 215 - 229
Günther Hörmann  
AbstractKeywords: non-smooth Lorentzian metric; regularization; Colombeau generalized function; causal curveMSC: 46F30; 83C75
Some extensions to the functional analytic approach to Colombeau algebras 231 - 240
Eduard A. Nigsch  
AbstractKeywords: Colombeau algebra; tempered generalized function; Fourier transformMSC: 46F30
A Massera type theorem in hyperfunctions in the reflexive locally convex valued case 241 - 251
Yasunori Okada  
AbstractKeywords: bounded hyperfunctions; Massera type theoremsMSC: 32A45; 32K13
On a system of nonlinear partial functional differential equations 253 - 265
László Simon  
AbstractKeywords: partial functional-differential equations; nonlinear systems of partial differential equations; nonlinear systems of mixed typeMSC: 35M33; 35R10
Steady-state solutions in an algebra of generalized functions 267 - 283
Todor D. Todorov  
AbstractKeywords: ordinary differential equation with constant coefficients; Steady-state solution; distributional solution; generalized solution; Colombeau algebra of generalized functions; Schwartz distributions; Green function; infinitesimal number; finite number; infinitely large number; Kirchoff law; LRC-electrical circuit; lightning; lightning rod; superconductivityMSC: 46F30; 44A10; 46F10; 46S10; 46S20; 34A12; 34E18; 34A37; 35A08
Pseudo-differential operators and Localization operators on $S^{\mu}_{\nu}(\mathbb R)$ space involving fractional Fourier transform 285 - 301
Jitendra Kumar Dubey, Anuj Kumar and S.K. Upadhyay  
AbstractKeywords: fractional Fourier transform; pseudo-differential operator; time-frequency analysis; ultra-differential functionsMSC: 35S05; 46F12; 47G30
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