\seminar {Seminar za diskretno matematiko}

V okviru seminarja za diskretno matematiko -- vodja seminarja je Toma� Pisanski -- 
predstavljamo raziskovalne dose�ke na podro�ju diskretne \break matematike in teoreti�nega 
ra�unalni�tva. Spletna stran seminarja je: \break
{\tt http://ucilnica.fmf.uni-lj.si/course/view.php?id=168}

\medskip
Seminar se sestaja ob torkih od 10. do 12.~ure. V letu 2009 so se zvrstili 
naslednji sestanki: 

\begin{seznam}
\predavanje
{Toma� Pisanski}{Isomorphism checking and enumeration of I-graphs}{}{13.~1.}{}
\predavanje
{Andrej Bauer}{Dinami�ne spletne strani z Djangom}{1}{4.~5.}{}
\predavanje
{Andrej Bauer}{Dinami�ne spletne strani z Djangom}{2}{11.~5.}{}
\predavanje
{Andrej Bauer}{Dinami�ne spletne strani z Djangom}{3}{18.~5.}{}
\predavanje
{Jurij Kovi�}{Maksimalna in minimalna energija grafov}{1}{22.~5.}{}
\predavanje
{Jurij Kovi�}{Maksimalna in minimalna energija grafov}{2}{29.~5.}{}
\predavanje
{Daniel Pellicer}{The 48 regular polyhedra in the Euclidean space}{}{29.~9.}{}
\predavanje
{Daniel Pellicer}{Abstract regular and chiral polytopes}{}{6.~10.}{}
\predavanje
{Daniel Pellicer}{Topological structures and amalgamation of abstract polytopes}
{}{13.~10.}{}
\predavanje
{Daniel Pellicer}{Realization of abstract polytopes}{}{13.~10.}{}
\predavanje
{Toma� Pisanski}{All generalized Petersen graphs are unit distance graphs}{}{13.~10.}{}
\predavanje
{Martin Milani�}{On the plane-width of graphs}{}{20.~10.}{}
\predavanje
{Jurij Kovi�}{Representation of graphs and hypergraphs with polynomials}{}{27.~10.}{}
\predavanje
{Primo� Luk�i�}{Growth in graphs}{}{3.~11.}{}
\predavanje
{Isabel Hubard}{Highly symmetric polytopes and their groups}{}{10.~11.}{}
\predavanje
{Marko Petkov�ek in Helena Zakraj�ek}{Pre�tevanje I-grafov}{}{17.~11.}{}
\predavanje
{Toma� Pisanski}{HOMO-LUMO maps of chemical graphs}{}{24.~11.}{}
\predavanje
{Toma� Pisanski}{Usual and unusual polycyclic configurations}{}{1.~12.}{}
\predavanje
{Primo� Luk�i�}{Growth in graphs II.}{}{8.~12.}{}
\predavanje
{Toma� Pisanski}{Construction of regular graphs with prescribed and prohibited 
cycle lengths}{}{15.~12.}{}
\predavanje
{Daniel Pellicer}{Vertex transitive maps with Schlafli type \{3,7\}}{}{22.~12}{}
\end{seznam} 
