Robert Horton Cameron
Affiliations: | University of Minnesota, Twin Cities, Minneapolis, MN |
Google:
"Robert Cameron"Children
Sign in to add trainee| Jacob Eliezer Bearman | grad student | 1947 | UMN |
| Monroe David Donsker | grad student | 1949 | UMN |
BETA: Related publications
See more...
Publications
|
You can help our author matching system! If you notice any publications incorrectly attributed to this author, please sign in and mark matches as correct or incorrect. |
| Cameron RH, Storvick DA. (1983) A simple definition of the Feynman integral, with applications Memoirs of the American Mathematical Society. 46: 0-0 |
| Cameron RH, Storvick DA. (1980) An operator-valued Yeh-Feynman integral and a Feynman integral equation Japanese Journal of Mathematics. New Series. 6: 283-342 |
| Cameron RH, Storvick DA. (1980) Analytic Feynman integral solutions of an integral equation related to the Schroedinger equation Journal D Analyse Mathematique. 38: 34-66 |
| Cameron RH, Storvick D. (1974) Two Related Integrals Over Spaces Of Continuous Functions Pacific Journal of Mathematics. 55: 19-37 |
| Cameron RH, Storvick DA. (1973) An operator valued function space integral applied to multiple integrals of functions of class $L_{1}$ Nagoya Mathematical Journal. 51: 91-122 |
| Cameron RH, Storvick DA. (1973) An operator valued function space integral applied to integrals of functions of class L2 Journal of Mathematical Analysis and Applications. 42: 330-372 |
| Cameron RH, Storvick DA. (1966) Analytic continuation for functions of several complex variables Transactions of the American Mathematical Society. 125: 7-12 |
| Cameron RH, Storvick DA. (1966) A translation theorem for analytic feynman integrals Transactions of the American Mathematical Society. 125: 518-532 |
| Cameron RH. (1960) A Family of Integrals Serving to Connect the Wiener and Feynman Integrals Journal of Mathematics and Physics. 39: 126-140 |
| Cameron RH, Fagen RE. (1953) Nonlinear transformations of Volterra type in Wiener space Transactions of the American Mathematical Society. 75: 552-575 |