Prеglеdаnjе prеmа Dеpаrtmаn Departman za matematiku i informatiku


Or, select a letter below to start browsing
0-9 A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
Prikаzivаnjе rеzultаtа 963 do 982 od 3212 < prеthоdnа   slеdеćа >
Dаtum izdаvаnjаNаslоvАutоr(i)
1-јан-2019Feature selection based on community detection in feature correlation networksSavić, Mirko; Kurbalija, Vladimir ; Bosnić Z.; Ivanović, Mirjana 
2019Feature selection based on community detection in feature correlation networksSavić Miloš ; Kurbalija Vladimir ; Bosnić Zoran; Ivanović Mirjana 
2017A Feature Selection Method Based on Feature Correlation NetworksSavić Miloš ; Kurbalija Vladimir ; Ivanović Mirjana ; Bosnić Zoran
2019Female students' attitude towards studying informatics and expectations for future career - Balkan caseRanković Nevena ; Mece Elinda Kajo; Ivanović Mirjana ; Stoyanova-Doycheva Asya; Savić Miloš ; Ранковић Драгица
2008Few subpowers, congruence distributivity and near-unanimityMarković Petar ; McKenzie Ralph
1997Fibonacci numbers and algebraic structure count of some non-benzenoid conjugated polymersBodroža-Pantić Olga ; Gutman Ivan; Cyvin S. J.
1993Filters in a Weak-congruence latticeŠešelja Branimir; Tepavčević Andreja 
2001Financial derivatives, modeling of stock pricesLozanov-Crvenkovic Zagorka ; Janković Slobodanka; Merkle Milan
2018Finite bands are finitely relatedDolinka Igor 
2009The finite basis problem for endomorphism semirings of finite semilattices with zeroDolinka Igor 
2020Finite big Ramsey degrees in universal structuresMašulović Dragan 
2004A finite element method for a two-parameter singularly perturbed problemTeofanov Ljiljana ; Zarin Helena 
2006A finite element method for two-parameter singularly perturbed problems in 2DTeofanov Ljiljana ; Roos H.-G.; Zarin Helena 
2006A finite element method for two-parameter singularly perturbed problems in 2DTeofanov Ljiljana ; Roos H.-G.; Zarin Helena 
2016Finite generation of congruence preserving functionsAjhinger Erhard; Lazić Marijana; Mudrinski Nebojša 
2011Finite groups are big as semigroupsDolinka Igor ; Ruškuc N
2012Finite groups are big as semigroupsDolinka Igor 
2012Finite homomorphism-homogeneous permutations via edge colourings of chainsDolinka Igor ; Jungábel Éva
2008Finite homomorphism-homogeneous tournaments with loopsIlić A.; Mašulović Dragan ; Rajković U.
2010Finite irreflexive homomorphism-homogeneous binary relational systemsMašulović Dragan ; Nenadov R.; Škorić N.