A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
| Aczel, Peter, A Natural Interpretation of Schutte's System $\Sigma(N)$ of Ordinal Notations |
| Aczel, Peter, A New Approach to the Bachmann Method for Describing Countable Ordinals |
| Aczel, Peter, An Axiomatic Approach to Recursion on Admissible Ordinals and the Kreisel-Sacks Construction of Meta-Recursion Theory |
| Aczel, Peter, Infinitary Logic and the Barwise Compactness Theorem |
| Aczel, Peter, Non-Well-Founded Sets |
| Aczel, Peter, Quantifiers, Games, and Inductive Definitions |
| Aczel, Peter, Some Characterisations of |$\Sigma_1^1$| |
| Aczel, Peter, Some Characterisations of |$\Sigma_1^1$-mon| |
| Aczel, Peter, Some small large cardinals |
| Aczel, Peter, Stage Comparison Theorems and Game Playing with Inductive Definitions |