On invariant, dual invariant and absolute formulas

Andrzej Mostowski

  • 1962

Abstract

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CONTENTS Introduction..............................................................................................................................................................3 1. Lemmas concerning first order formulas.....................................................................................................5 2. Representability of recursively enumerable sets........................................................................................9 3. Simple theory of types.......................................................................................................................................10 4. Formalization of the satisfaction relation.......................................................................................................12 5. Formulas 𝔐 and 𝔑 .............................................................................................17 6. A characterization of conditions expressed by invariant, dual invariant and absolute formulas.........20 7. The space of models.........................................................................................................................................23 8. A generalization of the results of section 6....................................................................................................32 Bibliography..............................................................................................................................................................37

How to cite

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Andrzej Mostowski. On invariant, dual invariant and absolute formulas. 1962. <http://eudml.org/doc/268409>.

@book{AndrzejMostowski1962,
abstract = {CONTENTS Introduction..............................................................................................................................................................3 1. Lemmas concerning first order formulas.....................................................................................................5 2. Representability of recursively enumerable sets........................................................................................9 3. Simple theory of types.......................................................................................................................................10 4. Formalization of the satisfaction relation.......................................................................................................12 5. Formulas $\mathfrak \{M\}$ and $\mathfrak \{N\}$.............................................................................................17 6. A characterization of conditions expressed by invariant, dual invariant and absolute formulas.........20 7. The space of models.........................................................................................................................................23 8. A generalization of the results of section 6....................................................................................................32 Bibliography..............................................................................................................................................................37},
author = {Andrzej Mostowski},
keywords = {logics, foundations, philosophy},
language = {eng},
title = {On invariant, dual invariant and absolute formulas},
url = {http://eudml.org/doc/268409},
year = {1962},
}

TY - BOOK
AU - Andrzej Mostowski
TI - On invariant, dual invariant and absolute formulas
PY - 1962
AB - CONTENTS Introduction..............................................................................................................................................................3 1. Lemmas concerning first order formulas.....................................................................................................5 2. Representability of recursively enumerable sets........................................................................................9 3. Simple theory of types.......................................................................................................................................10 4. Formalization of the satisfaction relation.......................................................................................................12 5. Formulas $\mathfrak {M}$ and $\mathfrak {N}$.............................................................................................17 6. A characterization of conditions expressed by invariant, dual invariant and absolute formulas.........20 7. The space of models.........................................................................................................................................23 8. A generalization of the results of section 6....................................................................................................32 Bibliography..............................................................................................................................................................37
LA - eng
KW - logics, foundations, philosophy
UR - http://eudml.org/doc/268409
ER -

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