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An Introduction to Combinatorial Group Theory and the Word Problem
(1997). An Introduction to Combinatorial Group Theory and the Word Problem. Mathematics Magazine: Vol. 70, No. 1, pp. 3-10.
David Peifer
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An Application of Word Combinatorics to Decision Problems in Group Theory
In this work we develop a graph theoretical test on graphs corresponding to subgroups of one-relator groups with small cancellation condition which, if successful, implies that the subgroup under consideration has solvable membership problem with a simple solution.
Arye Juhász
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An Elementary Construction of Unsolvable Word Problems in Group Theory
Publisher Summary This chapter presents an elementary construction of unsolvable word problems in group theory and introduces a new approach to constructing finitely presented groups with unsolvable word problems. The argument has a concrete motivation that makes it easy to follow. The chapter also discusses arrow notation and presents a proof of the
Ralph McKenzie, Richard J. Thompson
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Word Problems - Decision Problems and the Burnside Problem in Group Theory
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Word Problems. Decision Problems and the Burnside Problem in Group Theory
Wilhelm Magnus+3 more
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AbstractBackgroundSocial perception skills, such as understanding the mind and emotions of others, affect children's communication abilities in real‐life situations. In addition to autism spectrum disorder (ASD), there is increasing knowledge that children with specific language impairment (SLI) also demonstrate difficulties in their social perception ...
Soile Loukusa+4 more
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Modifying Sievers: A Theory Of Word Groups In Old English Meter [PDF]
The classic explanation of Old English meter, Eduard Sievers' Theory of Five Types, has a number of faults. Because it offers a pragmatic description of verse-patterns rather than a justification for them, it is less a theory than a taxonomy. There is inconsistency as to where metrical stress occurs, and the role of resolution. The updated version by A.
James S. Keddie
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