College teachers
Found in 986 Collections and/or Records:
Advertisements for J. Frank Dobie
Advertisements for J. Frank Dobie’s books
Advertisements for J. Frank Dobie’s published works
“Advertisements on JFD – The Longhorns – sent out by Dudley R. Dobie”
Advice for teachers and their students, 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.
“Aibates Flint Quarries: A National Monument” Introduction by Yarborough, 1963
Ainu Life and Legends, by Kyōsuke Kindaiti, 1941
Albertson – Cutbirth, 1946-1986, undated
Alexanders Ragtime Band, circa 1950s-1980s
Amalia por José Mármol, 1918
Inscribed in green ink: G.B. Marsh. Inscribed in pencil: Retta Murphy. Text in Spanish language with a foreword in English.
American Patrol, circa 1950s-1980s
“An Alternative Proof That 3-Manifolds Can Be Triangulated,” Annals of Mathematics, Vol. 69, No. 1, 1959 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.
An equi-continuous collection, 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.
“An Introduction to Geometric Topology,” by J. Martin with selected proofs by students of M682CA, 1974 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.
“An Unusual Map of a 3-Cell onto Itself", 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.
Analyses and correspondence on "A Wife's Lament", 1975
This series contains all of Peterson's university related materials from his tenure at Southwest Texas State University and is organized topically. Each folder is arranged alphabetically. The material in this series was received in no discernable order, so related documents were separated into seven subseries to make them accessible for research.
Analysis of McCrocklin files, 1968 - 1969
This series contains all of Peterson's university related materials from his tenure at Southwest Texas State University and is organized topically. Each folder is arranged alphabetically. The material in this series was received in no discernable order, so related documents were separated into seven subseries to make them accessible for research.
"Analysis of Proposed Texas Medical Act” , 1946
Angelus, from "Scenes Pittoresques", circa 1950s-1980s
Saxophone ensemble. Composer J. Massenet, arr. by G.E. Holmes
Annotated galleys, 1970
This series is the largest of the series, and is comprised mainly of annotated typescripts and page proofs of books written by or edited by Robert Calvert. Publications are arranged in order by publication date, and range in date from 1970-1994, bulk dates 1987-1994. While most books are represented almost exclusively by typescripts and page proofs, files for