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Provable wellorderings of formal theories for transfinitely iterated inductive definitions
Journal of Symbolic Logic 43 (1):118-125 (1978)
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Citations of this work
A new system of proof-theoretic ordinal functions.W. Buchholz - 1986 - Annals of Pure and Applied Logic 32:195-207.
A proof-theoretic account of classical principles of truth.Graham E. Leigh - 2013 - Annals of Pure and Applied Logic 164 (10):1009-1024.
Replacement versus collection and related topics in constructive Zermelo–Fraenkel set theory.Michael Rathjen - 2005 - Annals of Pure and Applied Logic 136 (1-2):156-174.
The proof theory of classical and constructive inductive definitions. A 40 year saga, 1968-2008.Solomon Feferman - unknown
Collapsing functions based on recursively large ordinals: A well-ordering proof for KPM. [REVIEW]Michael Rathjen - 1994 - Archive for Mathematical Logic 33 (1):35-55.
References found in this work
Die Beziehungen Zwischen den OrdinalzahlsystemenΣ Und $$\bar \Theta \left( \omega \right)$$.Wilfried Buchholz & Kurt Schütte - 1975 - Archive for Mathematical Logic 17 (3-4):179-189.
Ein Bezeichnungssystem für Ordinalzahlen.Helmut Pfeiffer - 1969 - Archive for Mathematical Logic 12 (1-2):12-17.
Ein konstruktives system von Ordinalzahlen.Kurt Schütte - 1968 - Archive for Mathematical Logic 11 (3-4):126-137.
Ein Bezeichnungssystem für Ordinalzahlen.Helmut Pfeiffer - 1970 - Archive for Mathematical Logic 13 (1-2):74-90.
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