@InProceedings{Bruns11,
author = {Daniel Bruns},
title = {Specification of Red-black Trees: Showcasing Dynamic
Frames, Model Fields and Sequences},
note = {Extended Abstract},
year = 2011,
booktitle = {10th {\KeY} Symposium},
editor = {Ahrendt, Wolfgang and Bubel, Richard},
address = {Nijmegen, the Netherlands},
language = {english},
month = aug,
url = {https://publikationen.bibliothek.kit.edu/1000024828},
urn = {urn:nbn:de:swb:90-248287},
abstract = {Complex data structures still pose a major challenge in
specification and verification of object-oriented programs.
Leino and Moskal have proposed a suite of benchmarks for
verification tools, nicknamed ``VACID-0''. In contrast to
similar papers, the tasks of VACID-0 do not only include
verification in terms of an observable behavior but also of
internal workings of algorithms and data structures. The
arguably most difficult target are so-called red-black
black trees. In this contribution, we present an
implementation and specification in Java/JML$^\ast$ (i.e.,
{\KeY}'s extension to JML with dynamic frames). It makes use
of several new features: first and foremost the dynamic
frame theory, model fields, the sequence ADT, as well as
some newly supported features from standard JML.}
}
Specification of Red-black Trees: Showcasing Dynamic Frames, Model Fields and Sequences
| Author(s): | Daniel Bruns |
|---|---|
| In: | 10th KeY Symposium |
| Year: | 2011 |
| URL: | https://publikationen.bibliothek.kit.edu/1000024828 |
Abstract
Complex data structures still pose a major challenge in specification and verification of object-oriented programs. Leino and Moskal have proposed a suite of benchmarks for verification tools, nicknamed "VACID-0". In contrast to similar papers, the tasks of VACID-0 do not only include verification in terms of an observable behavior but also of internal workings of algorithms and data structures. The arguably most difficult target are so-called red-black black trees. In this contribution, we present an implementation and specification in Java/JML* (i.e., KeY's extension to JML with dynamic frames). It makes use of several new features: first and foremost the dynamic frame theory, model fields, the sequence ADT, as well as some newly supported features from standard JML.
Note
Extended Abstract