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A Singular Contiguity | Excursions in mathematics and theoretical linguisticsExcursions in mathematics and theoretical linguistics (by Michael McCliment)
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Excursions in mathematics and theoretical linguistics (by Michael McCliment)
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A Singular Contiguity | Excursions in mathematics and theoretical linguistics | singularcontiguity.wordpress.com Reviews
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Excursions in mathematics and theoretical linguistics (by Michael McCliment)
Multiset union | A Singular Contiguity
https://singularcontiguity.wordpress.com/2008/05/28/multiset-union
Excursions in mathematics and theoretical linguistics. About A Singular Contiguity. Over the past two weeks, we’ve introduced three operations on families of multisets: sums. The other basic operation on families of multisets, unions, is today’s topic. As we did with the other operations, we’ll revisit the characteristic function. And then adapt this to the context of multisets. The union of two sets. Can, as we’ve already seen, be represented in terms of the characteristic function as. Is linearly order...
Multiset products | A Singular Contiguity
https://singularcontiguity.wordpress.com/2008/05/19/multiset-product
Excursions in mathematics and theoretical linguistics. About A Singular Contiguity. When we looked at the characteristic function. For the subset of a set, we started by examining both sums and products of the characteristic function in. Last week, we looked at the multiset sum. Which we defined in terms of the cardinal sum. That we’ve been using for a while now. To consider the multiset analogue of the products of characteristic functions, we need another bit of cardinal arithmetic. Be a set,. These obs...
Abstract corpora (part 1) | A Singular Contiguity
https://singularcontiguity.wordpress.com/2008/06/06/abstract-corpora-part1
Excursions in mathematics and theoretical linguistics. About A Singular Contiguity. Abstract corpora (part 1). The Logical Structure of Linguistic Theory. P 61) In order for such a mechanical procedure to be used, it would be necessary to present an actual collection of linguistic material utterances recorded in some suitable form on which it could operate. A. In this context, is construed as a theory ( Chomsky 1975. By “the grammar of a language. 8221; we mean that theory of. And a grammar of. Plays a r...
Glossary | A Singular Contiguity
https://singularcontiguity.wordpress.com/glossary
Excursions in mathematics and theoretical linguistics. About A Singular Contiguity. Welcome to the glossary! If you’re not familiar with a term that I’ve used in a post, you might find it here. About A Singular Contiguity. Multiset operations as binary operations (part 1). Abstract corpora (part 1). Mathematical logic and biological foundations. Properties of multiset union. Perspectives 6: Uniform surjective grading? Create a free website or blog at WordPress.com. Build a website with WordPress.com.
Bibliography | A Singular Contiguity
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Excursions in mathematics and theoretical linguistics. About A Singular Contiguity. Chomsky, Noam (1957). 2nd ed.). Berlin: Mouton de Gruyter. The logical structure of linguistic theory. Chicago: University of Chicago Press. Lectures on government and binding: The pisa lectures. Berlin: Mouton de Gruyter. Knowledge of language: Its nature, origin, and use. Westport, CT: Praeger. Cambridge, MA: MIT Press. 2001) Derivation by phase. In Kenstowicz, Michael (Ed.),. Ken Hale: A life in language. Bulletin of t...
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The Lousy Linguist: Why Linguists Should Study Math
http://thelousylinguist.blogspot.com/2010/01/why-linguists-should-study-math.html
Notes on linguistics and cognition. Monday, January 18, 2010. Why Linguists Should Study Math. Bob Carpenter recently made the following comment. On one of my posts:. I'm very excited to hear that linguists are beginning to take statistics seriously (again). I'd heard the same thing from Chris Manning a year or so ago, but then other linguists I queried were more skeptical about the role of statistics. This brought to mind a post by Harvard economist Greg Mankiw called Why Aspiring Economists Need Math.
Plotting confidence intervals on graphs | corp.ling.stats
https://corplingstats.wordpress.com/2012/04/03/plotting-confidence-intervals
Statistics for corpus linguists. What might corpora tell us? That vexed problem of choice. Choice vs. use. Choosing the right test. A statistics crib sheet. Plotting intervals on graphs. Frequencies within a discrete distribution. Comparing χ test results. Coping with imperfect data. Two variables (contingency table). Two distributions (goodness of fit). Plotting confidence intervals on graphs. April 3, 2012. So: you’ve got some data, you’ve read up on confidence intervals. In all other cases we need to ...
Coping with imperfect data | corp.ling.stats
https://corplingstats.wordpress.com/2014/04/10/imperfect-data
Statistics for corpus linguists. What might corpora tell us? That vexed problem of choice. Choice vs. use. Choosing the right test. A statistics crib sheet. Plotting intervals on graphs. Frequencies within a discrete distribution. Comparing χ test results. Coping with imperfect data. Two variables (contingency table). Two distributions (goodness of fit). Is language really “a set of alternations? ICAME talk on rebalancing corpora →. Coping with imperfect data. April 10, 2014. Suppose you have preliminary...
Comparing χ² tests for separability | corp.ling.stats
https://corplingstats.wordpress.com/2012/03/31/comparing-c2-tests
Statistics for corpus linguists. What might corpora tell us? That vexed problem of choice. Choice vs. use. Choosing the right test. A statistics crib sheet. Plotting intervals on graphs. Frequencies within a discrete distribution. Comparing χ test results. Coping with imperfect data. Two variables (contingency table). Two distributions (goodness of fit). Competition between choices over time. Goodness of fit measures for discrete categorical data →. Comparing χ tests for separability. March 31, 2012.
Comparing frequencies within a discrete distribution | corp.ling.stats
https://corplingstats.wordpress.com/2013/05/20/comparing-frequencies
Statistics for corpus linguists. What might corpora tell us? That vexed problem of choice. Choice vs. use. Choosing the right test. A statistics crib sheet. Plotting intervals on graphs. Frequencies within a discrete distribution. Comparing χ test results. Coping with imperfect data. Two variables (contingency table). Two distributions (goodness of fit). ICAME talk on linguistic interaction →. Comparing frequencies within a discrete distribution. May 20, 2013. From the same distribution. 108, 65, 6, 2}&#...
Choice vs. use | corp.ling.stats
https://corplingstats.wordpress.com/2013/03/06/choice-vs-use
Statistics for corpus linguists. What might corpora tell us? That vexed problem of choice. Choice vs. use. Choosing the right test. A statistics crib sheet. Plotting intervals on graphs. Frequencies within a discrete distribution. Comparing χ test results. Coping with imperfect data. Two variables (contingency table). Two distributions (goodness of fit). Verb Phrase book published. A methodological progression →. Choice vs. use. March 6, 2013. Many linguistic researchers are interested in. This probabili...
A statistics crib sheet | corp.ling.stats
https://corplingstats.wordpress.com/2012/04/01/crib-sheet
Statistics for corpus linguists. What might corpora tell us? That vexed problem of choice. Choice vs. use. Choosing the right test. A statistics crib sheet. Plotting intervals on graphs. Frequencies within a discrete distribution. Comparing χ test results. Coping with imperfect data. Two variables (contingency table). Two distributions (goodness of fit). Goodness of fit measures for discrete categorical data. Some bêtes noires →. A statistics crib sheet. April 1, 2012. Should be computed using the Wilson.
Sean | corp.ling.stats
https://corplingstats.wordpress.com/author/seanwallis
Statistics for corpus linguists. What might corpora tell us? That vexed problem of choice. Choice vs. use. Choosing the right test. A statistics crib sheet. Plotting intervals on graphs. Frequencies within a discrete distribution. Comparing χ test results. Coping with imperfect data. Two variables (contingency table). Two distributions (goodness of fit). UCL Summer School in English Corpus Linguistics 2016. April 28, 2016. To be held at University College London. Aims and objectives of the course. Acquir...
Binomial confidence intervals and contingency tests | corp.ling.stats
https://corplingstats.wordpress.com/2012/03/31/binomial-distributions-probability-and-wilsons-confidence-interval
Statistics for corpus linguists. What might corpora tell us? That vexed problem of choice. Choice vs. use. Choosing the right test. A statistics crib sheet. Plotting intervals on graphs. Frequencies within a discrete distribution. Comparing χ test results. Coping with imperfect data. Two variables (contingency table). Two distributions (goodness of fit). Z-squared: the origin and application of χ. Competition between choices over time →. Binomial confidence intervals and contingency tests. March 31, 2012.
Measures of association for contingency tables | corp.ling.stats
https://corplingstats.wordpress.com/2012/04/09/measures-of-association
Statistics for corpus linguists. What might corpora tell us? That vexed problem of choice. Choice vs. use. Choosing the right test. A statistics crib sheet. Plotting intervals on graphs. Frequencies within a discrete distribution. Comparing χ test results. Coping with imperfect data. Two variables (contingency table). Two distributions (goodness of fit). Choosing the right test →. Measures of association for contingency tables. April 9, 2012. Ie, significantly different from zero). Tables . This effe...
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A Singular Contiguity | Excursions in mathematics and theoretical linguistics
Excursions in mathematics and theoretical linguistics. About A Singular Contiguity. Multiset operations as binary operations (part 1). June 9, 2008. Review: Associativity, commutativity, and idempotence. It is usually written using an infix notation. Rather than a functional notation such as. If and only if. If and only if. If and only if. We’ve defined four operations on families of multisets. As I’ve already commented in a couple of places, we can restrict our attention to families where. June 6, 2008.
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