By Kenneth Krohn, John L. Rhodes, Michael A. Arbib
The booklet is an built-in exposition of the algebraic, and particularly semigroup-theoretic, method of machines and languages. it really is designed to hold the reader from the undemanding concept the entire technique to hitherto unpublished study effects.
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Additional info for Algebraic Theory of Machines, Languages and Semigroups
Since both groups, according to the abstract, will use the special software, I am not yet sure what the function of the independent variable will be. Chapter 2. ” Finally, two further criteria are of great usefulness to our appraisal of the significance of the work about to be described. Judgements will need to be made about both the contribution to theory and the contribution to practice provided by the problem. Contribution to theory addresses the extent to which the outcomes have the potential (i) to add to what we already know, (ii) to help us better understand a particular observable fact, and/or (iii) better evaluate a number of previous explanations or models.
Metaanalyses aim to make sense of it all – they will usually aim to use systematic techniques to analyse a number of results from previous related studies and offer a further contribution to what we know by resolving apparently conflicting findings across related studies and using statistical approaches to explore these relations. Ironically, such contribution to theory is to be welcomed, even when the stated aim of the paper is “only” to provide findings which are to be directly applied in the classroom.
23 24 Appraising research in second language learning It is also useful for the reader to have clarification on the relevance and relative importance of the work cited. Unfortunately, there also exist literature reviews which are little more than disguised bibliographical lists. This is often signalled by padding, or what appears to be the citing of particular researchers or work just for the sake of it. Such a procedure may be a warning to the reader that little relevant or reflective background reading has gone into building up the contribution of previous research to the study.
Algebraic Theory of Machines, Languages and Semigroups by Kenneth Krohn, John L. Rhodes, Michael A. Arbib