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Werner Damm

Researcher at University of Oldenburg

Publications -  56
Citations -  1554

Werner Damm is an academic researcher from University of Oldenburg. The author has contributed to research in topics: Hybrid system & Formal verification. The author has an hindex of 23, co-authored 56 publications receiving 1420 citations. Previous affiliations of Werner Damm include OFFIS.

Papers
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Journal ArticleDOI

Taming Dr. Frankenstein: Contract-Based Design for Cyber-Physical Systems

TL;DR: A design methodology and a few examples in controller design whereby contract- based design can be merged with platform-based design to formulate the design process as a meet-in-the-middle approach, where design requirements are implemented in a subsequent refinement process using as much as possible elements from a library of available components.
Book

Contracts for System Design

TL;DR: This paper intends to provide treatment where contracts are precisely defined and characterized so that they can be used in design methodologies such as the ones mentioned above with no ambiguity, and provides an important link between interfaces and contracts to show similarities and correspondences.
Book ChapterDOI

A Compositional Real-Time Semantics of STATEMATE Designs

TL;DR: In this paper, the authors present a reference semantics for a verication tool that allows to verify temporal properties of embedded control sys- tems modelled using the StateMate system.
Journal Article

A compositional real-time semantics of STATEMATE designs

TL;DR: This paper presents a reference semantics for a verication tool currently under development allowing to verify temporal properties of embedded control sys- tems modelled using the StateMate system.
Book ChapterDOI

Exact state set representations in the verification of linear hybrid systems with large discrete state space

TL;DR: Algorithms significantly extending the limits for maintaining exact representations in the verification of linear hybrid systems with large discrete state spaces are proposed by using AND-Inverter Graphs extended with linear constraints as symbolic representation of the hybrid state space.