Constructivist analysis
Constructivist analysis In mathematics, constructive analysis is mathematical ... analysis done according to the principles of constructivist mathematics. This contrasts with classical analysis, which ... that are logically equivalent according to classical logic, but not all of these forms will ... valid in constructive analysis, which uses intuitionistic logic. Examples The intermediate value theorem For a ... this example, notice that according to classical logic, if the locally non-zero condition ...
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Intuitionistic logic
Intuitionistic logic Intuitionistic logic, or constructivist logic, is the logic used in mathematical intuitionism and other ...
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List of mathematical logic topics
List of mathematical logic topics This is a list of mathematical logic topics, by Wikipedia page. For traditional syllogistic logic, see the list of topics in logic. See also the list of computability and ... sequence Interpretability Weak interpretability Cointerpretability Second-order logic Whitehead problem Thompson groups Kurt Gödel ...
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Talk:Boolean algebra
... referred to as Boolean algebra is Boolean logic, which might be defined as what all ... one starts with. Since the algebra of logic gates and some electrical circuits is formally the same, Boolean logic is studied in engineering and computer science, as well as in mathematical logic. This paragraph makes the following false claims: That the theory described at Boolean logic captures what all Boolean algebras have ...
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Talk:Neuro-linguistic programming/ archive7
... it merely expresses banalities as formalisms (predicate logic, automata theory, syntax diagrams, set theory) borrowed ... even in everyday experience (eg. the inductive logic we employ when we say "lemons are ... with Craft (2001) that NLP is Social Constructivist in broad theoretical identity. In case the ... NLP is post-modern, anti-realist, social constructivist tripe. An irony which escaped Tosey and ... a dictionary? Can I rebut a social constructivist by stating that there is a ...
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User talk:Chalst
... is just the part in brackets. Similarly [[logic]]al, [[Russia]]n, [[hyphen]]ated, [[apocrypha]]l ... approach very straightforward, I think. As to Logic, I'm not really up on the ... Radiant_* 10:26, Mar 22, 2005 (UTC) Logic I´m in Argentina for a few weeks ... come up with a structure for the Logic subcategories we can both live with. I ... to live with the existence of Formal Logic as a subcategory. I'm all ...
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Constructivism (mathematics)
... is not about the application of the constructivist learning theory to mathematics. In the philosophy ... consonant with an objective view of mathematics. Constructivist mathematics Constructivist mathematics uses constructivist logic, which is essentially a removal of ...
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Law of excluded middle
Law of excluded middle In logic, the law of excluded middle, or the ... tertium non datur, is formulated in traditional logic as "A is B or A is ... to the axiom or theorem of propositional logic that typically takes the syntactic form p ... any case, the semantics of any bivalent logic will assign opposite truth values to P ... the principle of bivalence in a bivalent logic. However, the same cannot be said ...
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Talk:Proof that 0.999... equals 1/Archive02
... 02:09, 18 October 2005 (UTC) Your logic is 'impeccable': would it really equal 3 ... has nothing to with semantics, only simple logic that even a ex-professor from MIT ... Next, you fail miserably with your child-logic: "But since infinity does no have a ... very small (and using Weierstrass's faulty logic - 'as small as you like' but always ... are the product of Weierstrass' ideas and logic that have some serious flaws. In ...
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Talk:Axiom of choice
... s much too long since I studied logic. Tom Holbrook 14:39 10 Jul 2003 ... the point. The author clearly meant within constructivist logic AC entails excluded middle. Excluded middle is not "just true" within constructivist logic. (But whoever wrote what appears there ...
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