Education, Higher -- Research
Found in 314 Collections and/or Records:
1-dimensional sets that cannot be embedded in the plane, undated
The R. H. Bing papers consist of research and conference notes, correspondence, and publications linked to his research in Geometric Topology while a professor of mathematics at the University of Wisconsin at Madison and the University of Texas at Austin. His research later produced figures reflecting his life’s works, such as the well known, “Dog Bone” model.
3-Manifold Notes, used in topics in geometric topology, 1975 Fall
The R. H. Bing papers consist of research and conference notes, correspondence, and publications linked to his research in Geometric Topology while a professor of mathematics at the University of Wisconsin at Madison and the University of Texas at Austin. His research later produced figures reflecting his life’s works, such as the well known, “Dog Bone” model.
“23 Psalm—An Analysis of the Sensory Realm of the 23 Psalm” , undated
“1990 PB Second Harvest—Tribute: 2 hours, 20 minutes” VHS Videotape (3 copies), 1990
“1990 Second Harvest—Gulager Tribute, Clu + Miriam, 15 minutes” VHS Videotape (2 copies), 1990 “Paul Baker Festival: A Tribute from Miriam and Clu 1990” VHS Videotape, 1990
“2001 Baylor Gathering—Genesis of the Creative Spirit” , 2001
2003 Texas Book Festival Catalog, Including Flyers from Robert Flynn’s Reading at Southwestern Writers Collection, 2003
“A Characterization of 3-Space by Partitionings,” Transactions of the American Mathematical Society, Vol. 70, No. 1, pp. 15-27, 1951 January
The R. H. Bing papers consist of research and conference notes, correspondence, and publications linked to his research in Geometric Topology while a professor of mathematics at the University of Wisconsin at Madison and the University of Texas at Austin. His research later produced figures reflecting his life’s works, such as the well known, “Dog Bone” model.
“A Complete Elementary Proof that Hilbert Space is Homeomorphic to the Countable Infinite Product of Lines,” with R.D. Anderson, 1967 - 1968
The R. H. Bing papers consist of research and conference notes, correspondence, and publications linked to his research in Geometric Topology while a professor of mathematics at the University of Wisconsin at Madison and the University of Texas at Austin. His research later produced figures reflecting his life’s works, such as the well known, “Dog Bone” model.
“A Convex Metric for a Locally Connected Continuum", 1948
The R. H. Bing papers consist of research and conference notes, correspondence, and publications linked to his research in Geometric Topology while a professor of mathematics at the University of Wisconsin at Madison and the University of Texas at Austin. His research later produced figures reflecting his life’s works, such as the well known, “Dog Bone” model.
“A Decomposition of E³ into Points and Tame Arcs Such That the Decomposition Space is Topologically Different from E³,” Annals of Mathematics, Vol. 65, No.3, 1957 May
The R. H. Bing papers consist of research and conference notes, correspondence, and publications linked to his research in Geometric Topology while a professor of mathematics at the University of Wisconsin at Madison and the University of Texas at Austin. His research later produced figures reflecting his life’s works, such as the well known, “Dog Bone” model.
"A Homeomorphism Between the 3-Sphere and the Sum of Two Solid Horned Spheres,” Annals of Mathematics, Vol. 56, No. 2, 1952 September
The R. H. Bing papers consist of research and conference notes, correspondence, and publications linked to his research in Geometric Topology while a professor of mathematics at the University of Wisconsin at Madison and the University of Texas at Austin. His research later produced figures reflecting his life’s works, such as the well known, “Dog Bone” model.
“A Simple Closed Curve That Pierces No Disk,” Journal de Mathematiques, 1956
The R. H. Bing papers consist of research and conference notes, correspondence, and publications linked to his research in Geometric Topology while a professor of mathematics at the University of Wisconsin at Madison and the University of Texas at Austin. His research later produced figures reflecting his life’s works, such as the well known, “Dog Bone” model.
“A Toroidal Decomposition of E³,” with Steve Armentrout, Fundementa Mathematicae, LX, 1967
The R. H. Bing papers consist of research and conference notes, correspondence, and publications linked to his research in Geometric Topology while a professor of mathematics at the University of Wisconsin at Madison and the University of Texas at Austin. His research later produced figures reflecting his life’s works, such as the well known, “Dog Bone” model.
