Results 201 to 210 of about 100,540 (237)

An Algorithmic Solution for a Word Problem in Group Theory

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 g1, g2, g3, . . . , gr and defined by a finite set of relations R1 = R2 = . . . = Rk = I, where I is the unit element of G and R1R2, . . .
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An Introduction to Combinatorial Group Theory and the Word Problem

Mathematics Magazine, 1997
(1997). An Introduction to Combinatorial Group Theory and the Word Problem. Mathematics Magazine: Vol. 70, No. 1, pp. 3-10.
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Theory of mind and emotion recognition skills in children with specific language impairment, autism spectrum disorder and typical development: group differences and connection to knowledge of grammatical morphology, word‐finding abilities and verbal working memory

International Journal of Language & Communication Disorders, 2014
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 ...
Ebeling Hanna, Moilanen Irma, Mäkinen Leena, Kuusikko-Gauffin Sanna Anneli, Loukusa Soile   +4 more
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On the possible roles of institutionalized beliefs in the theory of literature: Interpretation as the context-dependent grouping of word material

Poetics, 1981
Abstract All extant “theories” of literature are instances of conceptions of literature; that is, of systems of norms giving rough indications as to the properties literary texts should posses. Conceptions of literature play an important role in the way members of literary institutions speak about literary texts.
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An Application of Word Combinatorics to Decision Problems in Group Theory

2010
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.
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An Elementary Construction of Unsolvable Word Problems in Group Theory

1973
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
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Group Theory and Set Point in The Holy Qur'an: Set Point in Verses, Sentences and Words in Surah Al-Baqarah As a Model

International Journal of Quranic Research, 2019
Abstract This paper presents the symmetry between the Verses, sentences and words in Sura (Chapter) Al-Baqarah depending on the Group theory which states that: "The Holy Qur'an in the first kind, is divided into two halves (2-57 and 58-113 beginning with beginning and 113-58 beginning with ending), in which every Sura in the first half has a harmonic ...
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The Idea, Championed by Your Group, That Dreaming Functions as Threat Avoidance Would Seem to Be Quite Compatible with Protoconsciousness Theory. But Is It Really Dreaming (as Against REM) That Performs That Function? In Other Words, Are You a Dualist or a Neutral Monist?

2014
“Protoconsciousness” is the central concept in Hobson’s (2009) new theory. In this brief commentary, I will focus on two aspects of the protoconsciousness theory. First, what precisely is protoconsciousness? Is it a phenomenon of consciousness, although more “primitive” in form than our waking consciousness?
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The (Nested) Word Problem: Formal Languages, Group Theory, and Languages of Nested Words

2012
Master of Science (MSc)
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