Kurzusok
| Tantárgy neve | Kurzus kód | Órarendi információ |
|---|---|---|
| Differenciálgeometria 2 | BMETE94AM20/E0 |
H 16:15-18:00
|
| Differenciálgeometria 2 | BMETE94AM20/E1 |
K 08:15-10:00
|
| Matematika A1a - Analízis | BMETE90AX00/P2 |
Sz 08:15-10:00 (E501)
|
| Matematika A2a - Vektorfüggvények | BMETE90AX02/D2 |
Cs 14:15-16:00 (E502)
|
| Matematika G3 | BMETE94BG03/H2 |
H 08:15-10:00 (R513)
|
| Valószínűségszámítás | BMETE94NG01/T0 |
Sz 14:15-16:00 (D316A)
|
Oktatás
|
Tárgykód |
Tárgy neve |
| BMETE94MM00 | Differenciálgeometria és topológia |
| BMETE94AM20 | Differenciálgeometria 2 |
| BMETE94NG01 | Valószínűségszámítás |
| BMETE90AX00 | Matematika A1a - Analízis |
Kutatás
Topológia, alacsony dimenziós sokaságok, szinguláris leképezések.
Kiemelt publikációk
Fold maps on small dimensional manifolds with prescribed singular set, Pacific J. Math. 321 (2022), 309-343.
Fold cobordisms and a Poincare-Hopf type theorem for the signature, Algebr. Geom. Topol. 22 (2022), 2533-2586.
Concordance of decompositions given by defining sequences, J. Knot Theory Ramifications 31 (2022).
w. S. Behrens, M. H. Kim, M. Powell, A. Ray, The Disc Embedding Theorem, Oxford University Press, 2021.
Interlacement of double curves of immersed spheres, Disc. Comp. Geom. 55 (2016), 550-570.
w. A. Stipsicz: Singular maps on exotic 4-manifold pairs, Alg. Geom. Topol. 13 (2013), 1709-1731.
w. A. Stipsicz: Maps on 3-manifolds given by surgery, Pacific J. Math. 257 (2012), 9-35.
w. T. Terpai: Characteristic classes and existence of singular maps, Trans. Amer. Math. Soc. 364 (2012), 3751-3779.
Fold cobordisms and stable homotopy groups, Studia Scient. Math. Hungar. 46 (2009), 437-447.
Fold maps and immersions from the viewpoint of cobordism, Pacific J. Math. 239 (2009), 317-342.
Cobordism invariants of fold maps, Real and complex singularities, Contemporary Mathematics 459 (2008), 103-115.
Cobordism group of fold maps of oriented 3-manifolds into the plane, Acta Math. Hungar. 117 (2007), 1-25.
Cobordism group of Morse functions on unoriented surfaces, Kyushu J. Math. 59 (2005), 351-363.