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categorical
categorical, a. (n.) (kætɪˈgɒrɪkəl) [f. as prec. + -al1.] A. adj. 1. Logic. Of a proposition: Asserting absolutely or positively; not involving a condition or hypothesis; unqualified. categorical syllogism: one consisting of categorical propositions.1598 Florio Categorico, categoricall, predicable. ... Oxford English Dictionary
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Categorical
Categorical may refer to: Categorical imperative, a concept in philosophy developed by Immanuel Kant Categorical theory, in mathematical logic Morley's categoricity theorem, a mathematical theorem in model theory Categorical data analysis Categorical distribution, a probability distribution Categorical wikipedia.org
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categorical
categorical/ˌkætəˈgɔrɪkl; ?@ -gɔ:r-; ˌkætə`ɡɔrɪkl/ adj(of a statement) unconditional; absolute; explicit（指陈述）无条件的, 绝对的, 明确的 a categorical denial, refusal, etc 断然的否认、 拒绝等. 牛津英汉双解词典
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Categorical theory
T is -categorical for all infinite cardinals . T is uncountably categorical, i.e. T is -categorical if and only if is an uncountable cardinal. T is countably categorical, i.e. T is -categorical if and only if is a countable cardinal. wikipedia.org
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Categorical test
The categorical test is a legal standard for determining whether there has been adequate provocation to reduce a murder charge to voluntary manslaughter The categorical approach is based on common law principles, but most courts today apply less restrictive tests, such as the extreme emotional disturbance wikipedia.org
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Categorical Products Question Im currently reading about categorical products in categories. The product of topological spaces etc, the product of graphs, but my stupid question is, if a categorical product is _unique...
Product of two objects in category is unique _up to isomorphism_. That is, if you found two objects that satisfy the definition of product, then there exists a _unique isomorphism_ between these two products that respects the product structure (remember that a product is not just an object, but also...
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Categorical logic
Overview There are three important themes in the categorical approach to logic: Categorical semantics Categorical logic introduces the notion of structure over the internal language into corresponding categorical statements. wikipedia.org
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When you name an element in an uncountably categorical theory.... When you name an element in an uncountably categorical theory $T$ does it remains uncountably categorical? In other words, given a finite elementary ...
Here's another way to see the answer: The Baldwin-Lachlan theorem says that a theory $T$ in a countable language is uncountably categorical if and only Of course, tomasz's method is better, since it shows that you can name $\kappa$ many constants, and the resulting theory will still be $\lambda$-categorical
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Categorical proposition
In logic, a categorical proposition, or categorical statement, is a proposition that asserts or denies that all or some of the members of one category The equality of can be used to obvert affirmative categorical statements. Categorical statements are logically equivalent to their obverse. wikipedia.org
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Are there exist any aleph-one categorical theories which are not strongly minimal? Is every aleph-one categorical theory strongly minimal?Are there exist any aleph-one categorical theories which are not strongly minimal?
This is in fact totally categorical, but not strongly minimal - indeed, _every_ model has infinite coinfinite definable sets! * * * Similarly, you can "glue a pure set" to any uncountably categorical theory to completely break minimality.
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Categorical distribution
The categorical distribution is the generalization of the Bernoulli distribution for a categorical random variable, i.e. for a discrete variable with more Let be the realisation from a categorical distribution. wikipedia.org
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categorical judgement of value in Chinese
categorical judgement of value in Chinese : 绝对的价值判断 …. click for more detailed Chinese translation, meaning, pronunciation and example sentences.
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Special Education: Multi-Categorical (K-12)
亚虎电子游戏官网平台's Special Education: Multi-Categorical program gives teacher candidates the skills to instruct students with various disabilities in diverse settings. www.sentian-pack.com
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对 categorical 数组中的类别重新排序 - MATLAB reordercats
说明. 示例. B = reordercats (A) 对 categorical 数组 A 中的类别重新排序，以使其按字母数字顺序排列。. 函数（例如 summary 和 histogram ）使用这些类别的顺序。. 如果 categorical 数组是有序的，则这些类别的顺序定义其数学顺序。. 指定的第一个类别是最小的类别，最后 ...
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Categorical trace
In category theory, a branch of mathematics, the categorical trace is a generalization of the trace of a matrix. this setting captures, for example, the Euler characteristic, which is the alternating sum of the ranks of its terms: Further applications have used categorical wikipedia.org
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