Transforming timing diagrams into knowledge acquisition in automated specification

Requirements engineering is an important part of developing programs. It is an essential stage of the software development process that defines what a product or system should to achieve. The UML Timing diagram and Knowledge Acquisition in Automated Specification (KAOS) model are requirements engineering techniques. KAOS is a goal-oriented requirements approach while the Timing diagram is a graphical notation used for explaining software timing requirements. KAOS uses linear temporal logic (LTL) to describe time constraints in goal and operation models. Similarly, the Timing diagram can describe some temporal operators such as X (next), U (until) and R (release) over some period of time. Thus, our aim is to use the Timing diagram to generate parts of a KAOS model. In this paper we demonstrate techniques for creating a KAOS goal model from a Timing diagram. The Timing diagram which is used in this paper is adapted from the UML 2.0 Timing diagram and includes features to support translation into KAOS. We use a case study of a Lift system as an example to explain the translation processes described here

Logical operators for ontological modeling

We show that logic has more to offer to ontologists than standard first order and modal operators. We first describe some operators of linear logic which we believe are particularly suitable for ontological modeling, and suggest how to interpret them within an ontological framework. After showing how they can coexist with those of classical logic, we analyze three notions of artifact from the literature to conclude that these linear operators allow for reducing the ontological commitment needed for their formalization, and even simplify their logical formulation

Towards defining semantic foundations for purpose-based privacy policies

We define a semantic model for purpose, based on which purpose-based privacy policies can be meaningfully expressed and enforced in a business system. The model is based on the intuition that the purpose of an action is determined by its situation among other inter-related actions. Actions and their relationships can be modeled in the form of an action graph which is based on the business processes in a system. Accordingly, a modal logic and the corresponding model checking algorithm are developed for formal expression of purpose-based policies and verifying whether a particular system complies with them. It is also shown through various examples, how various typical purpose-based policies as well as some new policy types can be expressed and checked using our model

EASe : integrating search with learned episodes

Weak methods are insufficient to solve complex problems. Constrained weak methods, like hill-climbing, search too little of the problem space. Unconstrained weak methods, like breadth-first search, are intractable. Fortunately, through the integration of multiple weak methods more powerful problem solvers can be created. We demonstrate that augmenting a weak constrained search method with episodes provides a tractable method for solving a large class of problems. We demonstrate that these episodes can be generated using an unconstrained weak method while solving simple problems from a domain. We provide an analytical model of our approach and empirical results from the logic synthesis domain of VLSI design as well as the classic tile-sliding domain