International audienceWe report on the design and formalization of a novel abstract domain, called numeric path relations (NPRs), that combines numeric relational domains with algebraic data types. This domain expresses relations between algebraic values that can contain scalar data. The construction of the domain is parameterized by the choice of a relational domain on scalar values. The construction employs projection paths on algebraic values, and in particular projections on variant cases, whose sound treatment is subtle due to mutual exclusiveness
AbstractMuch of relational algebra and the underlying principles of relational database design have ...
AbstractAiming at a constructive approach to domain theory, the definition of domains with deflation...
AbstractThis paper presents a type system for support of subtypes, parameterized types with sharing ...
International audienceWe report on the design and formalization of a novel abstract domain, called n...
We present RAND, a relational abstract domain that expresses relations between values of non-recursi...
International audienceWe present RAND, an input-output relational abstract domain that expresses rel...
International audienceThis article presents the systematic design of a class of relational numerical...
Abstract This article presents the systematic design of a class of relational numerical abstract dom...
AbstractThis paper discusses a new specification method for algebraic data types consisting of an al...
International audienceWe present an abstract domain able to infer invariants on programs manipulatin...
Abstract. We introduce a systematic approach to designing summarizing abstract numeric domains from ...
Abstract. Currently statistical and artificial neural network methods dominate in data mining applic...
Weakly-relational numeric constraints provide a compromise between complexity and expressivity that ...
Spatial data types or algebras for database systems should (i) be fully general (which means, closed...
This thesis documents the design and implementation of two enhancements to the Aldat database progr...
AbstractMuch of relational algebra and the underlying principles of relational database design have ...
AbstractAiming at a constructive approach to domain theory, the definition of domains with deflation...
AbstractThis paper presents a type system for support of subtypes, parameterized types with sharing ...
International audienceWe report on the design and formalization of a novel abstract domain, called n...
We present RAND, a relational abstract domain that expresses relations between values of non-recursi...
International audienceWe present RAND, an input-output relational abstract domain that expresses rel...
International audienceThis article presents the systematic design of a class of relational numerical...
Abstract This article presents the systematic design of a class of relational numerical abstract dom...
AbstractThis paper discusses a new specification method for algebraic data types consisting of an al...
International audienceWe present an abstract domain able to infer invariants on programs manipulatin...
Abstract. We introduce a systematic approach to designing summarizing abstract numeric domains from ...
Abstract. Currently statistical and artificial neural network methods dominate in data mining applic...
Weakly-relational numeric constraints provide a compromise between complexity and expressivity that ...
Spatial data types or algebras for database systems should (i) be fully general (which means, closed...
This thesis documents the design and implementation of two enhancements to the Aldat database progr...
AbstractMuch of relational algebra and the underlying principles of relational database design have ...
AbstractAiming at a constructive approach to domain theory, the definition of domains with deflation...
AbstractThis paper presents a type system for support of subtypes, parameterized types with sharing ...