AMS Meeting Program by Special Session
Current as of Tuesday, April 12, 2005 15:08:50
Orono Mathfest
ORONO, ME, August 8-10, 1991
Meeting #867
Associate secretaries: Joseph A Cima, AMS cima@email.unc.edu
Kenneth A Ross, MAA ross@math.uoregon.edu
AMS Special Session on Geometric Inequalities for Polytopes
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Thursday August 8, 1991, 12:40 p.m.-4:30 p.m.
AMS Special Session on Geometric Inequalities for Polytopes, I
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12:40 p.m.
Aesthetics and geometric inequalities.
Daniel Pedoe*, University of Minnesota, Minneapolis
(867-51-144) -
1:10 p.m.
A new look at some old inequalities.
Roland H. Eddy*, Memorial University of Newfoundland
(867-51-53) -
1:40 p.m.
Generalizations of Ptolemy's inequality.
Murray S. Klamkin*, University of Alberta
(867-52-69) -
2:10 p.m.
Betweeness relations among centers and lines in the plane of a triangle.
Clark Kimberling*, University of Evansville
(867-51-43) -
2:40 p.m.
Inequalities of a triangle involving products of angles.
Peter Yff*, Ball State University
(867-51-145) -
3:10 p.m.
Some inequalities for inradii associated with a simplex.
Stanley Rabinowitz*, MathPro Press , Westford, Massachusetts
(867-51-176) -
3:40 p.m.
A trigono-geometric relationship.
Leon Bankoff*, Los Angeles, California
(867-51-175) -
4:10 p.m.
Informal Discussion
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12:40 p.m.
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Friday August 9, 1991, 12:00 p.m.-2:50 p.m.
AMS Special Session on Geometric Inequalities for Polytopes, II
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12:00 p.m.
Extremal polyhedra inscribed in spheres.
Kenneth B. Stolarsky*, University of Illinois, Urbana-Champaign
(867-52-66) -
12:30 p.m.
Existent and non-existent spherical simplexes.
Boris V. Dekster*, Mount Allison University
(867-51-35) -
1:00 p.m.
Cross-sectional inequalities for cubes.
Eric L. Grinberg*, Temple University
(867-51-177) -
1:30 p.m.
Geometric inequalities and random products.
John M. Dye, California State University, Northridge
Simeon Reich*, University of Southern California
(867-52-65) -
2:00 p.m.
Polar duals of rotors.
Mostafa Ghandehari*, Naval Postgraduate School
(867-52-25) -
2:30 p.m.
Informal Discussion
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12:00 p.m.