Searching for "Invertible Classes." – sorted by Relevance.
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Inverting the Turing Jump in Complexity Theory
- . We turn our attention in the rest of this section to the question of jump invertibility for classes
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- is invertible in class , where is a class of functions, if f 1 has a single-valued refinement in . For example
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Corrigendum and Addendum to: Haar Bases for L²(R^n) and Algebraic Number Theory
- ] isstrictly invertible 1 if it has an inverse in this semigroup, i.e., there exists a class [b] such that [a
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Corrigendum and Addendum to: Haar Bases for L^2(R^n) and Algebraic Number Theory
- semigroup S(R). An ideal class [a] is strictly invertible 1 if it has an inverse in this semigroup, i
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A User's Guide to the STTL Timetabling Language Version 1.0
- ), this and call expressions related to classes (Section 6), and invert expressions which implement an important
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Formal Foundations For Reasoning about Evolution
- , the shaded classes are the classes that change, the “inverted” classes are the extension We discuss
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Input Dependent Misclassification Costs for Cost-Sensitive Classifiers
- and embodies the definition of conditional probability. The main application of it is to invert the class
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A Comparison of Prediction Accuracy, Complexity, and Training Time of Thirty-three Old and New Classification Algorithms
- probability of having its value inverted. The class attribute is an integer between zero and nine, inclusive
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Automatic face recognition for film character retrieval in feature-length films
- are recalled first), 0.0 to those that invert the classes (the in-class faces are recalled last), while 0
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Assessing the calibration of naive Bayes’ posterior estimates
- by inverting the class conditional distributions given in gure 2. The results of this are 4 P(Class = Earn
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