Bowers, Philip L
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5

Almost all circle polyhedra are rigid:

Bowers, John C. ; Bowers, Philip L. ; Pratt, Kevin
Geometriae Dedicata.  203 (2019)  1 - p. 337-346 , 2019
 
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Ma–Schlenker c-Octahedra in the 2-Sphere:

Bowers, John C. ; Bowers, Philip L.
Discrete & Computational Geometry.  60 (2017)  1 - p. 9-26 , 2017
 
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9

Boundaries of nonpositively curved groups of the form G × ℤ:

Bowers, Philip L. ; Ruane, Kim
Glasgow Mathematical Journal.  38 (1996)  2 - p. 177-189 , 1996
 
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10

Fixed Points in Boundaries of Negatively Curved Groups:

Bowers, Philip L. ; Ruane, Kim
Proceedings of the American Mathematical Society.  124 (1996)  4 - p. 1311-1313 , 1996
 
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12

The upper Perron method for labelled complexes with applica..:

Bowers, Philip L.
Mathematical Proceedings of the Cambridge Philosophical Society.  114 (1993)  2 - p. 321-345 , 1993
 
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13

The set of circle packing points in the Teichmüller space o..:

Bowers, Philip L. ; Stephenson, Kenneth
Mathematical Proceedings of the Cambridge Philosophical Society.  111 (1992)  3 - p. 487-513 , 1992
 
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14

The Borsuk dimension of a graph and Borsuk's partition conj..:

Bowers, Philip L.
Graphs and Combinatorics.  6 (1990)  3 - p. 207-222 , 1990
 
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15

Maximally symmetric homogeneous metrics on manifolds:

Bowers, Philip L.
Mathematical Proceedings of the Cambridge Philosophical Society.  107 (1990)  1 - p. 115-126 , 1990
 
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