An Algorithmic Solution for a Word Problem in Group Theory [PDF]
Canadian Journal of Mathematics, 1964 This paper describes a systematic procedure which yields in a finite number of steps a solution to the following problem. Let G be a group generated by a finite set of generators g 1, g 2, g 3, . . .
N. S. Mendelsohn
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Correction To: An Algorithmic Solution for a Word Problem in Group Theory [PDF]
Canadian Journal of Mathematics, 1965 Proof. Use induction on the row number. For r = 1, it is clear that the first row of each table ultimately becomes stable since there are only a finite number of places and each is to be occupied by a positive integer.
N. S. Mendelsohn
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Group word terms in the terminology of the theory of mechanics in Albanian and English
Journal of Education Culture and Society, 2020 As it is known, the terminology of any knowledge eld as an independent system, as well as the terminology of mechanics consisting of nominating one-word and group word units (among which, particularly the latter phrase terms) make up nearly 70-80% of ...
Gani Pllana, Sadete Pllana
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On the algebraic K- and L-theory of word hyperbolic groups [PDF]
Mathematische Annalen, 2005 In this paper, the assembly maps in algebraic K- and L-theory for the family of finite subgroups are proven to be split injections for word hyperbolic groups. This is done by analyzing the compactification of the Rips complex by the boundary of a word hyperbolic group.
David Rosenthal, Dirk Schütz
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Search and witness problems in group theory [PDF]
Groups Complex. Cryptol., 2010 Decision problems are problems of the following nature: given a property P and an object O, find out whether or not the object O has the property P. On the other hand, witness problems are: given a property P and an object O with the property P, find a ...
Shpilrain, Vladimir
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INCORPORATING LINGUISTIC LANDSCAPE INTO ENGLISH WORD-FORMATION TASK IN AN ENGLISH MORPHOLOGY COURSE
TEFLIN Journal, 2021 This exploratory case study focuses on the development and implementation of a task called the Inventive English Word Formation in Public Spaces for an undergraduate English Morphology course within the English Language Education program of a university ...
Siusana Kweldju
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Modifying Sievers: A Theory Of Word Groups In Old English Meter [PDF]
, 1996 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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ANTECEDENTS AND TARGET GROUPS OF WORD-OF-MOUTH COMMUNICATION OF PRICES: THEORY AND NEW EMPIRICAL RESULTS [PDF]
Journal of International Business and Economics, 2013 Kevin Lexis +2 more
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Glassy Word Problems: Ultraslow Relaxation, Hilbert Space Jamming, and Computational Complexity [PDF]
Physical Review X, 2023 We introduce a family of local models of dynamics based on “word problems” from computer science and group theory, for which we can place rigorous lower bounds on relaxation timescales.
Shankar Balasubramanian +3 more
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Word measures on GLn(q) and free group algebras [PDF]
Algebra & Number Theory, 2021 Fix a finite field $K$ of order $q$ and a word $w$ in a free group $F$ on $r$ generators. A $w$-random element in $GL_N(K)$ is obtained by sampling $r$ independent uniformly random elements $g_1,\ldots,g_r\in GL_N(K)$ and evaluating $w\left(g_1,\ldots ...
Danielle Ernst-West +2 more
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