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Duration Calculus
M. Hansen
A comprehensive introduction to interval logic and duration calculus for modelling, analysing and verifying real-time systems. The Duration Calculus (DC) represents a logical approach to formal design of real-time systems. In DC real numbers are used to model time and Boolean-valued (i.e. {0,1}-valued) functions over time to model states of real-time systems. The duration of a state in a time interval is the accumulated presence time of the state in the interval. DC extends interval logic to a calculus to specify and reason about properties of state durations. The text covers theory (completeness, decidability, undecidability, model-checking), results, as well as case studies (Deadline Driven Scheduler).
| Medij | Knjige Hardcover Book (Knjiga s trdim hrbtom in platnicami) |
| Izdano | 1. decembra 1998 |
| ISBN13 | 9780387948812 |
| Založniki | Springer |
| Strani | 250 |
| Dimenzije | 150 × 220 × 20 mm · 587 g (Teža (ocenjena)) |
| Jezik | Angleščina |