Author pages are created from data sourced from our academic publisher partnerships and public sources.
- Publications
- Influence
Share This Author
Groups and symmetry
- M. A. Armstrong
- Mathematics
- 1988
Contents: Symmetries of the Tetrahedron.- Axioms.- Numbers.- Dihedral Groups.- Subgroups and Generators.- Permutations.- Isomorphisms.- Plato's Solids and Cayley's Theorem.- Matrix Groups.-…
The fundamental group of the orbit space of a discontinuous group
- M. A. Armstrong
- Mathematics
- 1 April 1968
A group G of homeomorphisms of a topological space X will be called discontinuous if (1) the stabilizer of each point of X is finite, and (2) each point x ∈ X ; has a neighbourhood U such that any…
FOUNDATIONAL ESSAYS ON TOPOLOGICAL MANIFOLDS, SMOOTHINGS AND TRIANGULATIONS
- M. A. Armstrong
- Mathematics
- 1 November 1978
LECTURES ON NIELSEN FIXED POINT THEORY (Contemporary Mathematics, 14)
- M. A. Armstrong
- Mathematics
- 1 May 1984
Transversality for piecewise linear manifolds
- M. A. Armstrong, E. Zeeman
- Mathematics
- 1 November 1967
Calculating the fundamental group of an orbit space
- M. A. Armstrong
- Mathematics
- 1 February 1982
Suppose G acts effectively as a group of homeomorphisms of the connected, locally path connected, simply connected, locally compact metric space X. Let G denote the closure of G in Homeo^), and N the…
On the fundamental group of an orbit space
- M. A. Armstrong
- Mathematics
- 1 July 1965
Collars and concordances of topological manifolds
- M. A. Armstrong
- Mathematics
- 1 December 1970
Let F : M x [0, 1-]~Ex [0, 1] be a concordance of a compact topological mmanifold in Euclidean q-space. It will be shown that there is an ambient isotopy H of E • [0, 1], fixed on E • 0, such that…
A presentation for a group of automorphisms of a simplicial complex
- M. A. Armstrong
- MathematicsGlasgow Mathematical Journal
- 1 September 1988
The Bass–Serre theorem supplies generators and relations for a group of automorphisms of a tree. Recently K. S. Brown [2] has extended the result to produce a presentation for a group of…
...
...