\seminar {Seminar za geometrijsko topologijo}

Vodji seminarja: Du�an Repov� in Sa�o Strle. V letu  je imel seminar 32 sestankov.
V povpre�ju je bilo na seminarju 18 udele�encev. Seminar ima spletno stran na naslovu 
{\bf http://www.pef.uni-lj.si/ $\sim$sgt/}.

\begin{seznam}
%\predavanje {AVTORJI} {NASLOV} {DEL} {DATUM} {TRAJANJE}
\predavanje {Bo�tjan Gabrov�ek} {Vozli in kite} {1} {5.~1.} {2 uri}
\predavanje {Bo�tjan Gabrov�ek} {Vozli in kite} {2} {12.~1.} {2 uri}
\predavanje {Ale� Vavpeti�} {Prostor ozna�enih grup} {} {23.~2.} {2 uri}
\predavanje {Matja� \v Zeljko} {O spletanju kompaktnih mno�ic} {} {2.~3.} {2 uri}
\predavanje {Katsuya Eda} {Spiral cones} {} {9.~3.} {1 ura}
\predavanje {Greg Conner} {Some results relating low--dimensional wild homology and homotopy groups} {} {9.~3.} {1 ura}
\predavanje {Mike Meilstrup} {Shape injectivity and the Hausdorff property for path spaces} {} {16.~3.} {1 ura}
\predavanje {Curt Kent} {Homomorphisms on $\pi_1$ of planar and one-dimensional Peano continuum} {} {16.~3.} {1 ura}
\predavanje {Eva Berdajs} {Neskon�ni cikli�ni krovni prostori} {1} {23.~3.} {2 uri}
\predavanje {Eva Berdajs} {Neskon�ni cikli�ni krovni prostori} {2} {30.~3.} {2 uri}
\predavanje {Le Dung Trang} {Geometry of polynomials and an approach to the Jacobian Conjecture} {} {6.~4.} {2 uri}
\predavanje {Dennis Garity} {Normal subgroups of $F_2$ and covers of the Figure Eight} {} {13.~4.} {1 ura}
\predavanje {Iztok Bani�} {Continua with kernels} {} {13.~4.} {1 ura}
\predavanje {Bo�tjan Gabrov�ek} {Domneva o najmanj�em �tevilu pramenov v kiti} {1} {20.~4.} {2 uri}
\predavanje {Bo�tjan Gabrov�ek} {Domneva o najmanj�em �tevilu pramenov v kiti} {2} {4.~5.} {2 uri}
\predavanje {Denise Halverson} {A Survey on the Busemann Conjecture} {} {11.~5.} {1 ura}
\predavanje {Bo�tjan Gabrov�ek} {Domneva o najmanj�em �tevilu pramenov v kiti} {3} {11.~5.} {1 ura}
\predavanje {Jernej Pribo�ek} {De Rhamova kohomologija} {} {18.~5.} {2 uri}
\predavanje {Blaz Jelenc} {Univerzalni vektorski sve�nji} {} {25.~5.} {2 uri}
\predavanje {James W. Cannon} {Constructing $3$--manifolds} {} {17.~7.} {2 uri}
\predavanje {Jerzy Dydak} {Rips complexes and covers in the uniform category} {} {25.~7.} {1 ura}
\predavanje {Peter M. Akhmetiev} {The Kervaire Invariat of framed manifolds as the obstruction to embeddability} {} {25.~7.} {1 ura}
\predavanje {�iga Virk} {Mardesic Factorization theorem} {} {25.~7.} {1 ura}
\predavanje {Umed H. Karimov} {Towards Hawaiian groups of one--point compactifications of infinite polyhedra} {} {27.~8.} {2 uri}
\predavanje {Gino Tironi} {Sequential order of compact sequential spaces} {} {7.~9.} {2 uri}
\predavanje {Friedrich Hegenbarth} {New results in $4$--dimensional topology} {} {25.~9.} {1 ura}
\predavanje {Greg Conner} {Wild braid groups and mapping class groups} {} {25.~9.} {1 ura}
\predavanje {Mykhailo Zarichnyi} {On spaces of idempotent measures} {} {25.~9.} {1 ura}
\predavanje {Nadiya Lyaskovska} {The packing index of measurable subsets in locally compact groups} {} {26.~9.} {1 ura}
\predavanje {Taras Banakh} {Homeomorphism groups of non-compact surfaces} {} {26.~9.} {1 ura}
\predavanje {Witold Rosicki} {Quandle cocycle invariants for knots, knotted surfaces and knotted $3$--manifolds} {} {26.~9.} {1 ura}
\predavanje {Sergey M. Ageev} {The status of the unknotting theorem in Menger space theory} {} {27.~9.} {1 ura}
\predavanje {Andreas Zastrow} {Fundamental groups of spaces that not homotopically Hausdorf{f}} {} {27.~9.} {1 ura}
\predavanje {Ne�a Mramor-Kosta} {Topology for computing -- introduction} {} {12.~10.} {2 uri}
\predavanje {Ne�a Mramor-Kosta} {Persistent homology} {} {19.~10.} {2 uri}
\predavanje {Ne�a Mramor-Kosta} {Persistence algorithms and topological simplification} {} {26.~10.} {2 uri}
\predavanje {Damir Franeti�} {Morse theory} {1} {9.~11.} {2 uri}
\predavanje {Damir Franeti�} {Morse theory} {2} {16.~11.} {2 uri}
\predavanje {Oleg Gutik} {On $H$--closedness in partially ordered topological spaces} {} {23.~11.} {1 ura}
\predavanje {Pavel Semenov} {Transversal perturbations of convexity} {} {23.~11.} {1 ura}
\predavanje {Matja� \v Zeljko} {Linking number algorithm} {1} {30.~11.} {2 uri}
\predavanje {Matja� \v Zeljko} {Linking number algorithm} {2} {7.~12.} {2 uri}
\predavanje {\v Ziga Virk} {Hiperboli�ni prostori} {} {21.~12} {2 uri}
\end{seznam}
