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Box 3

 Container

Contains 12 Results:

Conjectures, undated

 File — Box: 3, Folder: 1
Scope and Contents From the Collection:

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.

Dates: undated

Planar properties and fiberings of plane continua, undated

 File — Box: 3, Folder: 2
Scope and Contents From the Collection:

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.

Dates: undated

Triodic continua, undated

 File — Box: 3, Folder: 3
Scope and Contents From the Collection:

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.

Dates: undated

Circular chains, undated

 File — Box: 3, Folder: 4
Scope and Contents From the Collection:

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.

Dates: undated

Convex fin [?], undated

 File — Box: 3, Folder: 5
Scope and Contents From the Collection:

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.

Dates: undated

1-dimensional sets that cannot be embedded in the plane, undated

 File — Box: 3, Folder: 6
Scope and Contents From the Collection:

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.

Dates: undated

Partitioning continuous curves, undated

 File — Box: 3, Folder: 7
Scope and Contents From the Collection:

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.

Dates: undated

Homogeneity and additional ideas, undated

 File — Box: 3, Folder: 8
Scope and Contents From the Collection:

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.

Dates: undated

Cellular maps are compact, undated

 File — Box: 3, Folder: 9
Scope and Contents From the Collection:

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.

Dates: undated

An equi-continuous collection, undated

 File — Box: 3, Folder: 10
Scope and Contents From the Collection:

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.

Dates: undated

Decreasing sequence with empty intersections, undated

 File — Box: 3, Folder: 11
Scope and Contents From the Collection:

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.

Dates: undated

Untitled notes, undated

 File — Box: 3, Folder: 12-17
Scope and Contents From the Collection:

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.

Dates: undated