Mátyás
Sustik
Graduate student
Department of Computer Sciences University of Texas at Austin 




Mátyás
A. Sustik I hold a Master's degree in Mathematics from the Eötvös Loránd Science University in Budapest (1996). I have been working as a Software engineer for IBM in Austin since May, 1998. Research Interests Primarily numerical linear algebra and scientific computing:


I proposed the
following geometry problem which appeared on the 2004
Kürschák
József Mathematical Competition for Hungarian High School
Students:
Let ABC an arbitrary triangle. There
is unique circle (that we denote by k on the diagram) in the BAC angle
region to which AB and AC are tangential in some P and Q points, and
which touches the circumcirle of ABC from outside. Prove that the
F midpoint of PQ is the center of a circle touching all sides of ABC!
