Fredric D. Ancel
Affiliations: | University of Wisconsin-Milwaukee, Milwaukee, WI |
Area:
MathematicsGoogle:
"Fredric Ancel"Children
Sign in to add trainee| David G. Radcliffe | grad student | 2001 | UW-Milwaukee |
| Paul Fonstad | grad student | 2012 | UW-Milwaukee |
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Publications
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| Ancel FD, Bellamy DP. (2018) On homogeneous locally conical spaces Fundamenta Mathematicae. 241: 1-15 |
| Ancel FD, Edwards RD. (2016) Is a monotone union of contractible open sets contractible? Topology and Its Applications. 214: 89-93 |
| Ancel FD, Nadler SB. (1999) Cones that are cells, and an application to hyperspaces Topology and Its Applications. 98: 19-33 |
| Ancel FD, Guilbault CR. (1999) Z-Compactifications Of Open Manifolds Topology. 38: 1265-1280 |
| Ancel FD, Guilbault CR. (1997) Interiors of compact contractible $n$-manifolds are hyperbolic $(n\geq 5)$ Journal of Differential Geometry. 45: 1-32 |
| Ancel FD, Dobrowolski T. (1997) On the Sternfeld-Levin counterexamples to a conjecture of Chogoshvili-Pontrjagin Topology and Its Applications. 80: 7-19 |
| Ancel FD, Guilbault CR. (1997) Interiors of compact contractible N-manifolds are hyperbolic (N ≥ 5) Journal of Differential Geometry. 45: 1-32 |
| Ancel FD, Guilbault CR. (1996) Mapping swirls and pseudo-spines of compact 4-manifolds Topology and Its Applications. 71: 277-293 |
| Ancel FD, Guilbault CR. (1995) Compact contractible $n$-manifolds have arc spines $(n\geq 5)$. Pacific Journal of Mathematics. 168: 1-10 |
| Ancel FD, Liem VT, Venema GA. (1993) Neighborhoods of $S^1$-like continua in $4$-manifolds. Michigan Mathematical Journal. 40: 3-25 |