MAGGY TOMOVA
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C.G. Evans Instructor Rice University E-mail: maggy.tomova@rice.edu Tel. 713-348-5319 |
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Topology
1.
C-incompressible
surfaces in knot complements. ArXiv:
2.
Distance of Heegaard splittings
of knot complements, submitted (May
2007). ArXiv: math.GT/0703474
3.
Thin position for
knots in a 3-manifold, submitted
(April 2007). ArXiv: math.GT/0609674
4.
Multiple bridge
surfaces restrict distance, to appear
in Algebraic and Geometric Topology. ArXiv: math.GT/0511139
5.
Uniqueness of bridge
surfaces for 2-bridge knots, (with
Martin Scharlemann), to appear in Mathematical Proceedings, Cambridge
Philosophical Society. ArXiv: math.GT/0609567
6.
Conway products and
links with multiple bridge surfaces, (with
Martin Scharlemann), to appear in Michigan Mathematics Journal. ArXiv: math.GT/0608435
7.
Alternate Heegaard
genus bounds distance, (with Martin
Scharlemann), Geometry
and Topology. 10 (2006), 593--617. ArXiv: math.GT/0501140
8.
Compressing thin
spheres in the complement of a link, Topology
and its Applications. 153 (2006), no.15, 2987—2999. ArXiv: math.GT/0404282
Combinatorics
1.
Pebbling
graph products (with Cynthia
Wyels), to appear, Ars Combinatoria.
2.
The n-queens problem
on a symmetric Toeplitz matrix
(with Zsuzsanna Szaniszlo and Cindy Wyels), to appear, Discrete Math.
Teaching
Office: Herman Brown 456
Office hours: M 3-4, T 2-3, Th 2:30-3:30
