Modified Theory of Constraints Heuristics(MTOCh1) Keeping Complete Shipment as Constraint

CONSTRAINT-BASED RETRIEVAL OF ENGINEERING DESIGN CASES Context as constraints

The case-based retrieval is frequently reported as a valuable tool for engineering design. We discuss similarity based retrieval in the engineering design domain when the context is given as a set of constraints. This approach comprises the lowest level with which we support case-based retrieval from our Integrated Knowledge-Base. The characterization of the retrieval process yields a robust co...

A type theory which is complete for Kreisel's modified realizability

We define a type theory with a strong elimination rule for existential quantification. As in Martin-Löf’s type theory, the “axiom of choice” is thus derivable. Proofs are also annotated by realizers which are simply typed λ-terms. A new rule called “type extraction” which extract the type of a realizer allows us to derive the so-called “independance of premisses” schema. Consequently, any formu...

Keeping the theory in measurement.

A MODIFIED THEORY OF NEWTONIAN MECHANICS

A specific form of the inertial law is presented by which we can gain a deeper insight into the essence of mass and inertia. In this modified theory, there is no need to keep the concept of absolute space and Newton's third law as principles, By introducing a convenient form for gravitational law the coupling constant G becomes a function of inertial parameters of the universe

Reasoning on Constraints in Constraint

Constraint Logic Programming solvers on nite domains use constraints to prune those combinations of assignments which cannot appear in any consistent solution. There are applications, such as temporal reasoning or scheduling, requiring some form of qualitative reasoning where constraints can be changed (restricted) during the computation or even chosen when disjunc-tion occurs. We embed in a CL...