Authors: Stević, Stevo 
Title: On positive solutions of some classes of max-type systems of difference equations
Journal: Applied Mathematics and Computation
Volume: 232
First page: 445
Last page: 452
Issue Date: 1-Apr-2014
Rank: M21
ISSN: 0096-3003
DOI: 10.1016/j.amc.2013.12.126
Abstract: 
Global attractivity results on positive solutions of some special cases of the next max-type system of difference equationsxn(i)=max1,xn- l1(i)(i)p1(i)j1=1m1(i)xn-λj1(i1)(sj1(i1))qj1(i1),.,xn-lri(i)(i)pri(i)jri=1m ri(i)xn-λjri( iri)(sjri(iri))qjri(iri),nN0,where riN,i=1,k,kN, sjt(it){1,.,k},qjt(it)≥0, i=1,k,t{1,.,ri} and pj(i)[0,1], mj(i)N,i=1,k,j=1,ri, are presented. We also present some results on the behavior of positive solutions of the difference equation xn=max{p1xn-1,.,pkxn-k}, where pj,j=1,k are nonnegative numbers.
Keywords: Eventually constant solutions | Global attractivity | Max-type difference equation | System of difference equations
Publisher: Elsevier

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