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Transfinite induction

Known as: Transfinite iteration, Induction, Well-ordered induction 
Transfinite induction is an extension of mathematical induction to well-ordered sets, for example to sets of ordinal numbers or cardinal numbers. Let… 
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Related topics

Related topics

12 relations
Bar inductionBar recursionDe Bruijn–Erdős theorem (graph theory)Epsilon-induction

Broader (1)

Recursion

Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2016
2016
High Energy Physics and Cosmology as Computation
The present paper is basically written as a non-apologetic strong defence of the thesis that computation is part and parcel of a… 
2014
2014
On a New Elementary Particle from the Disintegration of the Symplectic 't Hooft-Veltman-Wilson Fractal Spacetime
't Hooft-Veltman Wilson dimensional regularization depends crucially upon Borel summability which entails strong links to the… 
2008
2008
String theory, exceptional Lie groups hierarchy and the structural constant of the universe
2007
2007
Turing Unbound: Transfinite Computation
The intention of this talk is to look at various models of transfinite computation and give some calculations as to their… 
2004
2004
Transfinite Electrical Networks, Spinoral Varieties and Gravity Q Bits
1999
1999
Transfinite order dimension
1993
1993
On the Concentration of Infinite Traces
1972
1972
Describing ordinals using functionals of transfinite type
Bachmann, in [2] shows how certain ordinals <Ω(Ω = Ω1 where Ωξ is the (1 + ξ)th infinite initial ordinal) may be described from… 
1962
1962
Transfinite Numbers and Cosmology
THE steady-state cosmological theory of Bondi, Gold, and Hoyle implies that the number of atoms in the universe is infinite to an… 
1940
1940
Nilpotent groups and their generalizations
Nilpotent finite groups may be defined by a great number of properties. Of these the following three may be mentioned, since they… 
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