We present an algorithm which eliminates constraints from a feature model whose feature diagram is a tree and whose constraints are "requires" or "excludes " constraints. The algorithm constructs a feature tree which has the same semantics as the original feature model. The computational complexity of the algorithm is exponential in the number of constraints, but linear in the number of features. The algorithm allows to efficiently compute properties of product lines whose feature model consists of a feature tree and a small number of "requires " and "excludes" constraints. An executable specification of the algorithm is given in the functional programming language Miranda
A large subset of requirements for complex systems, services and product lines is traditionally spec...
This thesis studies feature trees as a semantic domain for various kinds of feature descriptions use...
This paper presents the constraint system FT, which we feel is an intriguing alternative to Herbrand...
We present an algorithm which eliminates constraints from a feature model whose feature diagram is a...
Feature models are often used in software product lines to represent a set of products and reason ov...
This paper introduces the concept of generalised feature trees, which are feature trees where featur...
This thesis submitted in partial fulfillment of the requirements for the degree of Bachelor of Scien...
Feature models provide an effective way to organize and reuse requirements in a specific domain. A f...
Abstract: Product line models are important artefacts in product line engineering. One of the most p...
AbstractWe introduce a constraint system called FT. This system offers a theoretical and practical a...
Extended feature models enable expressing powerful constraints by involving feature attributes in cr...
We introduce a constraint system called FT. This system offers a theoretical and practical alternati...
Since feature models for realistic product families may be quite complicated, the automated analysis...
Abstract. Feature Algebra captures the commonalities of feature ori-ented software development (FOSD...
One basic construct in feature models (FMs) is the constraints between features, which play the role...
A large subset of requirements for complex systems, services and product lines is traditionally spec...
This thesis studies feature trees as a semantic domain for various kinds of feature descriptions use...
This paper presents the constraint system FT, which we feel is an intriguing alternative to Herbrand...
We present an algorithm which eliminates constraints from a feature model whose feature diagram is a...
Feature models are often used in software product lines to represent a set of products and reason ov...
This paper introduces the concept of generalised feature trees, which are feature trees where featur...
This thesis submitted in partial fulfillment of the requirements for the degree of Bachelor of Scien...
Feature models provide an effective way to organize and reuse requirements in a specific domain. A f...
Abstract: Product line models are important artefacts in product line engineering. One of the most p...
AbstractWe introduce a constraint system called FT. This system offers a theoretical and practical a...
Extended feature models enable expressing powerful constraints by involving feature attributes in cr...
We introduce a constraint system called FT. This system offers a theoretical and practical alternati...
Since feature models for realistic product families may be quite complicated, the automated analysis...
Abstract. Feature Algebra captures the commonalities of feature ori-ented software development (FOSD...
One basic construct in feature models (FMs) is the constraints between features, which play the role...
A large subset of requirements for complex systems, services and product lines is traditionally spec...
This thesis studies feature trees as a semantic domain for various kinds of feature descriptions use...
This paper presents the constraint system FT, which we feel is an intriguing alternative to Herbrand...