Full Name
Stanić, Zoran
Variants
Stanić, Z.
Stanic, Z.
 
 
 
Scopus Author ID
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Total Citations
SCOPUSTM

1,119
checked on Mar 21, 2026

Works indexed in
SCOPUSTM

138
checked on Mar 21, 2026

Results 161-180 of 197 (Search time: 0.003 seconds).

Issue DateTitleAuthor(s)Rank
1611-Jun-2010Spectral determination of graphs whose components are paths and cyclesCvetković, Dragoš; Simić, Slobodan K.; Stanić, Zoran M21a
1621-Apr-2010On Q-integral (3, s)-semiregular bipartite graphsSimić, Slobodan K.; Stanić, Zoran M22
1632010Some notes on minimal self-centered graphsStanić, Zoran 
1641-Nov-2009On determination of caterpillars with four terminal vertices by their Laplacian spectrumStanić, Zoran M21
1651-Jul-2009On some forests determined by their Laplacian or signless Laplacian spectrumSimić, Slobodan K.; Stanić, Zoran M21
16615-Apr-2009On nested split graphs whose second largest eigenvalue is less than 1Stanić, Zoran M21
1671-Jan-2009Some results on Q-integral graphsStanić, Zoran M23
16828-Oct-2008Q-integral graphs with edge-degrees at most fiveSimić, Slobodan K.; Stanić, Zoran M22
16915-Apr-2008On the polynomial reconstruction of graphs whose vertex-deleted subgraphs have spectra bounded from below by -2Simić, Slobodan K.; Stanić, Zoran M22
1702008Some reconstructions in spectral graph theoryStanić, Zoran M32
1712008Some star complements for the second largest eigenvalue of a graphStanić, Zoran 
1722008On Q-integral graphsStanić, Zoran M32
17315-Jan-2007On graphs whose second largest eigenvalue equals 1 - the star complement techniqueStanić, Zoran M22
1741-Jan-2007The polynomial reconstruction of unicyclic graphs is uniqueSimić, Slobodan K.; Stanić, Zoran M22
1752007On star complement techniqueStanić, Zoran ; Stefanović, Nedeljko
1762007Graphs with integer index and minimal self-centered graphs with up to 10 verticesStanić, Zoran 
1772007Neke rekonstrukcije u spektralnoj teoriji grafova i grafovi sa integralnim Q-spektromStanić, Zoran M70
1782007SCL - star complement library (software)Stanić, Zoran 
1792007Graphs spectra in computer scienceStanić, Zoran M32
1802007There are exactly 172 connected Q-integral graphs up to 10 verticesStanić, Zoran