Department of Mathematics and Statistics at the Faculty of Science
University of Calgary
Ted Bisztriczky
- Professor
- Pure Mathematics
Research Interests
Currently Teaching
| F2012 - MATH 273 - Honours Mathematics: Numbers and Proofs | ||||||||||
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| F2012 - PMAT 423 - Differential Geometry | ||||||||||
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| W2013 - MATH 205 - Mathematical Explorations | ||||||||||
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Publications
Book
- Bisztriczky, Ted and T{\'o}th, G . The {E}rd{\H o}s-{S}zekeres problem for planar points in arbitrary position 253. Dekker, 2003. 49-58.
- Bisztriczky, Ted. Separation in totally-sewn 4-polytopes 253. Dekker, 2003. 59-68.
- Bisztriczky, Ted and Lorimer, J. W.. Axiom systems for affine {K}lingenberg spaces , Mediterranean, 1991. 185-200.
- Bisztriczky, Ted and Schaer, Jonathan. Linearly related plane convex sets 48. North-Holland, 1987. 53-61.
Forthcoming
- Bisztriczky, Ted and Lorimer, J.W.. Translations in Affine Klingenberg Spaces 2010.
- Bisztriczky, Ted and Oliveros-Braniff, Deborah. Separation in totally-sewn 4-polytopes with the decreasing universal edge property 2010.
- Bisztriczky, Ted and Lawrence, J.. Combinatorial types of Bicyclic 4-polytopes 2010.
- Bisztriczky, Ted, Boroczky, Karoly and Heppes, A.. The T(5) property of families of overlapping unit disks 2010.
Journal Paper
- Bisztriczky, Ted. The T(4) property of families of unit disks. 168. 2008. 239-252.
- Bisztriczky, Ted and Bayer, M.. On braxtopes, a class of generalized simplices 49. 2008. 137-145.
- Bisztriczky, Ted and Boroczky, K.. On edge-antipodal d-polytopes 57. 2008. 13-23.
- Bisztriczky, Ted and Bayer, M.. On Gale and braxial polytopes 89. 2007. 373-384.
- Bisztriczky, Ted and Bezdek, A.. Incenter iterations in the Plane and on the Sphere 4. 2007. 1-6.
- Bezdek, Karoly, Bisztriczky, Ted, Csikos, Balazs and Heppes, Aladar. On the transversal Helly numbers of disjoint and overlapping disks 87.1 2006. 86-96.
- Bisztriczky, Ted and Oliveros-Braniff, Deborah. A transversal property of families of eight or nine unit disks 12. 2006. 59-73.
- Bezdek, Karoly, Bisztriczky, Ted and Boroczky, Karoly. Edge-antipodal 3-polytopes 52. 2005. 129-134.
- Bisztriczky, Ted. Characterizations of cyclic polytopes 84. 2005. 30-36.
- Boroczky, Karoly and Bisztriczky, Ted. On antipodal 3-polytopes. 50. 2005. 477-481.
- Bisztriczky, Ted, K. Hosono, Gy. Karolyi and M. Urabe. Constructions from empty polygons 2004. 1-8.
- Bisztriczky, Ted. A transversal property of families of eight or nine unit disks 2006 .12 2004. 59-73.
- Bisztriczky, Ted. Large transversals to small families of unit disks 106 2004. 285-291.
- Bisztriczky, Ted, B{\"o}r{\"o}czky, Jr. and Gunderson, David. Cyclic polytopes, hyperplanes, and {G}ray codes 78.1-2 2003. 25-49.
- Bisztriczky, Ted. Separation in neighbourly 4-polytopes 39.3-4 2002. 277-289.
- Bisztriczky, Ted and B{\"o}r{\"o}czky, Jr. . On periodically-cyclic {G}ale 4-polytopes 241.1-3 2001. 103-118.
- Bisztriczky, Ted and B{\"o}r{\"o}czky, Jr. . About the centroid body and the ellipsoid of inertia 48.1-2 2001. 1-13 (2003).
- Bisztriczky, Ted. A construction for periodically-cyclic {G}ale {$2m$}-polytopes 42.1 2001. 89-101.
- Bisztriczky, Ted and Harborth, Heiko . Smallest limited edge-to-edge snakes in {E}uclidean tessellations 149. 2001. 155-159.
- Bisztriczky, Ted. On sewing neighbourly polytopes 20.1 2000/01. 73-80.
- Bisztriczky, Ted and K{\'a}rolyi, Gyula . Subpolytopes of cyclic polytopes 21.1 2000. 13-17.
- Bisztriczky, Ted and Boroczky, K. . Oriented matroid rigidity of multiplices 24.2-3 2000. 177-184.
- Bisztriczky, Ted. Ordinary {$(2m+1)$}-polytopes 102. 1997. 101-123.
- Bezdek, Karoly and Bisztriczky, Ted. A proof of {H}adwiger's covering conjecture for dual cyclic polytopes 68.1 1997. 29-41.
- Bisztriczky, Ted. On a class of generalized simplices 43.2 1996. 274-285 (1997).
- Bisztriczky, Ted and Lorimer, J. W.. Homomorphisms of affine spaces 65. 1995. 283-292.
- Bisztriczky, Ted and Lorimer, J. W.. Subspace operations in affine {K}lingenberg spaces 2.1 1995. 99-108.
- Bisztriczky, Ted and Harborth, Heiko . On empty convex polytopes 52.1-2 1995. 25-29.
- Bisztriczky, Ted. Ordinary {$3$}-polytopes 52.2 1994. 129-142.
- Bisztriczky, Ted and Lorimer, J. W.. On hyperplanes and free subspaces of affine {K}lingenberg spaces 48.2-3 1994. 121-136.
- Bisztriczky, Ted and Soltan, V. . Some {E}rd{\H o}s-{S}zekeres type results about points in space 118.1-2 1994. 33-40.
- Bezdek, Karoly and Bisztriczky, Ted. Hadwiger's covering conjecture and low-dimensional dual cyclic polytopes 46.3 1993. 279-286.
- Bisztriczky, Ted and Lorimer, J. W.. On hyperplanes and free subspaces of affine {K}lingenberg spaces 1992. 69-78.
- Bezdek, A. , Bezdek, Karoly and Bisztriczky, Ted. On illumination in the plane by line segments 41.1 1992. 39-50.
- Bezdek, A. , Bezdek, Karoly and Bisztriczky, Ted. On the {$(n-2)$}-transversals of {$n$} convex subsets of the plane 40.3 1991. 263-268.
- Bisztriczky, Ted, B{\"o}r{\"o}czky, Jr. , Harborth, Heiko and Piepmeyer, Lothar . On the smallest limited snake of unit disks 40.3 1991. 319-324.
- Bisztriczky, Ted. Affinely embeddable separated families 55.4 1990. 400-406.
- Bisztriczky, Ted. On separated families of convex bodies 54.2 1990. 193-199.
- Bezdek, Karoly and Bisztriczky, Ted. On hyperplanes and polytopes 109.1 1990. 39-48.
- Bisztriczky, Ted and T{\'o}th, G. . Convexly independent sets 10.2 1990. 195-202.
- Bisztriczky, Ted and T{\'o}th, G. . Nine convex sets determine a pentagon with convex sets as vertices 31.1 1989. 89-104.
- Bisztriczky, Ted. Convex sets and plane curve singularities 34.1-2 1989. 14-29.
- Bisztriczky, Ted and T{\'o}th, G. . A generalization of the {E}rd{\H o}s-{S}zekeres convex {$n$}-gon theorem 395. 1989. 167-170.
- Bisztriczky, Ted. Affinely embeddable convex bodies 26.1 1988. 99-109.
- Bisztriczky, Ted and Pach, J . An upper bound for families of linearly related plane convex sets 50.1 1988. 56-58.
- Bisztriczky, Ted. Some examples in projective convexity 9.4 1987. 199-204.
- Bisztriczky, Ted and Schaer, Jonathan. Affinely embeddable convex sets 49.3-4 1987. 353-363.
- Bisztriczky, Ted. On inflectional space curves with four vertices. {II} 8.4 1986. 277-282.
- Bisztriczky, Ted. On inflectional space curves with four vertices 8.3 1986. 225-230.
- Bisztriczky, Ted. On the four-vertex theorem for space curves 27.2 1986. 166-174.
- Bisztriczky, Ted. On the singularities of plane curves 38.4 1986. 947-968.
- Bisztriczky, Ted and Schaer, Jonathan. On convex space curves 7.6 1985. 369-374.
- Bisztriczky, Ted and Scherk, P. . A geometric characterization of arcs of order {$n$} in {${\bf R}\sp n$} 7.5 1985. 303-308.
- Bisztriczky, Ted and Scherk, P. . Ordinary arcs on convex bodies 7.1 1985. 27-32.
- Bisztriczky, Ted. On the singularities of simple plane curves 32.2 1985. 141-151.
- Bisztriczky, Ted. An {$n$}-vertex theorem for convex space curves 37.2 1985. 217-237.
- Bisztriczky, Ted and Scherk, P. . A property of arcs of order {$n$} in {${\bf R}\sb{n}$} 6.3 1984. 165-170.
- Bisztriczky, Ted. Inflectional convex space curves 36.3 1984. 537-549.
- Bisztriczky, Ted and Scherk, P. . An application of a theorem by {H}jelmslev 5.5 1983. 195-199.
- Bisztriczky, Ted. On the singularities of almost-simple plane curves 109.2 1983. 257-273.
- Bisztriczky, Ted. {$C$}-nodal surfaces of order three 35.1 1983. 68-100.
- Bisztriczky, Ted and Rival, Ivan . Continuous, slope-preserving maps of simple closed curves 32.5 1980. 1102-1113.
- Bisztriczky, Ted. Biplanar surfaces of order three. {II} 32.4 1980. 839-866.
- Bisztriczky, Ted. Uniplanar surfaces of order three 8.3 1979. 259-277.
- Bisztriczky, Ted. On the lines of a surface of order three 243.3 1979. 191-195.
- Bisztriczky, Ted. On surfaces of order three 22.3 1979. 351-355.
- Bisztriczky, Ted. Biplanar surfaces of order three 31.2 1979. 396-418.
- Bisztriczky, Ted. Surfaces of order three with a peak. {I} 11.1 1978. 55-83.
- Bisztriczky, Ted. Surfaces of order three with a peak. {II} 11.2 1978. 110-138.
- Bisztriczky, Ted. Hypersurfaces of order two 220. 1976. 205-233.
Research Groups
Degrees
- 1970 - B.Sc. - McMaster University
- 1971 - M.Sc. - McMaster University
- 1975 - Ph.D. - University of Toronto
Students
Ph.D. Students:
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