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Epsilon-induction

Known as: ∈-induction, Induction, Ε-induction 
In mathematics, -induction (epsilon-induction) is a variant of transfinite induction that can be used in set theory to prove that all sets satisfy a… 
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Related topics

Related topics

3 relations
Mathematical inductionTransfinite inductionZermelo–Fraenkel set theory

Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2016
2016
Impact of argumentation and English language proficiency on Lebanese students’ argumentation skills and conceptual understanding of genetics -
2015
2015
Assessment of the teaching of Islamic and Asian Civilisation (TITAS) with the use of Audio Visual Aids (AVA)
The study to identify the first semester, Advanced Diploma students’ perceptions towards the teaching and learning of Islamic and… 
2014
2014
Rough set ( RS ) approach for optimal rule generation in medical data
Medical data mining has great potential for exploring the hidden patterns in the data sets of the medical domain and these… 
2013
2013
Automatic proof-search heuristics in the Maude invariant analyzer tool
The Invariant Analyzer Tool is an interactive tool that mechanizes an inference system for proving safety properties of… 
2011
2011
Chaucer and Petrarch: “S’amor non è” and the Canticus Troili
The scholastic ambience of S’amor non e ( Rvf 132) is not accidental; in it Petrarch demolishes the medieval cornerstone of… 
Review
2011
Review
2011
Instructional Strategies to Facilitate Learning.
Teacher behavior research has shown that teacher behaviors, as well as speci c teaching strategies, make a di erence with regard… 
2005
2005
Rule-based life cycle impact assessment using modified rough set induction methodology
1996
1996
The Complexity of Batch Approaches to Reduced Error Rule Set Induction
Cohen [3] introduced a rule set improvement method, Grow, that is used in classifier learning in a similar way to standard… 
1995
1995
Methods of Functional Extension
Functional extension is a principle which encodes the expressive power of quantifiers; it can be used to compute normal forms of… 
Review
1987
Review
1987
Some connections between Heyting valued set theory and algebraic geometry—prolegomena to intuitionistic algebraic geometry—
Rousseau [10] has shown that classical or standard function theory of n variables is no other than intuitionistic function theory… 
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