1,856 research outputs found
A formalization of an Ordered Logical Framework in Hybrid with applications to continuation machines
Knowledge formalization in experience feedback processes : an ontology-based approach
Because of the current trend of integration and interoperability of industrial systems, their size and complexity continue to grow making it more difficult to analyze, to understand and to solve the problems that happen in their organizations. Continuous improvement methodologies are powerful tools in order to understand and to solve problems, to control the effects of changes and finally to capitalize knowledge about changes and improvements. These tools involve suitably represent knowledge relating to the concerned system. Consequently, knowledge management (KM) is an increasingly important source of competitive advantage for organizations. Particularly, the capitalization and sharing of knowledge resulting from experience feedback are elements which play an essential role in the continuous improvement of industrial activities. In this paper, the contribution deals with semantic interoperability and relates to the structuring and the formalization of an experience feedback (EF) process aiming at transforming information or understanding gained by experience into explicit knowledge. The reuse of such knowledge has proved to have significant impact on achieving themissions of companies. However, the means of describing the knowledge objects of an experience generally remain informal. Based on an experience feedback process model and conceptual graphs, this paper takes domain ontology as a framework for the clarification of explicit knowledge and know-how, the aim of which is to get lessons learned descriptions that are significant, correct and applicable
Hybrid - a definitional two-level approach to reasoning with higher-order abstract syntax
Combining higher-order abstract syntax and (co)-induction in a logical
framework is well known to be problematic.We describe the theory and the practice
of a tool called Hybrid, within Isabelle/HOL and Coq, which aims to address many
of these difficulties. It allows object logics to be represented using higher-order
abstract syntax, and reasoned about using tactical theorem proving and principles
of (co)induction. Moreover, it is definitional, which guarantees consistency within
a classical type theory. The idea is to have a de Bruijn representation of \u3bb-terms
providing a definitional layer that allows the user to represent object languages using
higher-order abstract syntax, while offering tools for reasoning about them at the
higher level. In this paper we describe how to use Hybrid in a multi-level reasoning
fashion, similar in spirit to other systems such as Twelf and Abella. By explicitly
referencing provability in a middle layer called a specification logic, we solve the
problem of reasoning by (co)induction in the presence of non-stratifiable hypothetical
judgments, which allow very elegant and succinct specifications of object logic
inference rules. We first demonstrate the method on a simple example, formally
proving type soundness (subject reduction) for a fragment of a pure functional
language, using a minimal intuitionistic logic as the specification logic. We then
prove an analogous result for a continuation-machine presentation of the operational semantics of the same language, encoded this time in an ordered linear logic that
serves as the specification layer. This example demonstrates the ease with which
we can incorporate new specification logics, and also illustrates a significantly more
complex object logic whose encoding is elegantly expressed using features of the new
specification logic
Emerging trends proceedings of the 17th International Conference on Theorem Proving in Higher Order Logics: TPHOLs 2004
technical reportThis volume constitutes the proceedings of the Emerging Trends track of the 17th International Conference on Theorem Proving in Higher Order Logics (TPHOLs 2004) held September 14-17, 2004 in Park City, Utah, USA. The TPHOLs conference covers all aspects of theorem proving in higher order logics as well as related topics in theorem proving and verification. There were 42 papers submitted to TPHOLs 2004 in the full research cate- gory, each of which was refereed by at least 3 reviewers selected by the program committee. Of these submissions, 21 were accepted for presentation at the con- ference and publication in volume 3223 of Springer?s Lecture Notes in Computer Science series. In keeping with longstanding tradition, TPHOLs 2004 also offered a venue for the presentation of work in progress, where researchers invite discussion by means of a brief introductory talk and then discuss their work at a poster session. The work-in-progress papers are held in this volume, which is published as a 2004 technical report of the School of Computing at the University of Utah
Risk information formalisation with graphs
The logistics is an essential economic activity that is intended to manage the physical and data flows (informative, customs and financial), in order to provide the resources corresponding to more or less determined needs in compliance with the specified economic and legal conditions (subject to the quality- of-service targets and the security and safety conditions are satisfactory). The links between formalized information, risk management in production logistics and adaptation to technological and market changes, are essential to industrial companies. In this paper, we have followed a structured approach, keeping within a formal risk management framework, for continually improving production logistics practices and procedures by experience feedback processes. The information derived from the risk assessment in production logistics is formalized by the conceptual graphs, permitting to ease the logical expressions and enhance the semantic quality of visual representation produced. The proposal is illustrated more clearly by a concrete case study of the production logistics adopted for aircraft manufacturing in an European Aeronautic Company
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