we study different completeness definitions for two categories of lattice-valued cauchy spaces and the relations between these definitions. we also show the equivalence of a so-called completion axiom and the existence of a completion.

In this paper, a paramodulation calculus for equational reasoning is presented that combines the advantages of both Knuth-Bendix completion and goal directed strategies like the set of support strategy. Its soundness and completeness is proved, and finally the practical aspects of this method are discussed.

KNUTH-BENDIX COMPLETION WITH MODERN TERMINATION CHECKING

Except for legends and claims of miracles, most histories of transplantation cover only the last 60 years because there were no earlier successes. However, the story of even this era has been documented in such rich detail that a full account would fill several volumes. Thus, this brief summary must be limited to highly selected "landmarks." Some landmarks had an immediate impact, but the impor...

Abstract To improve the teaching effect of computer courses, make students master knowledge, and operation skills, this paper proposes a model continuous, discrete methods in colleges universities. This investigates mode traditional universities for drawbacks methods. The learning matrix process are constructed using information entropy-based rough set discretization algorithm. Moreover, effect...

An audit of 143 surgical admissions showed that only 30% of general surgery and urology patients have complete medication charts on the day of surgery prior to going to theatre, compared to 94% of orthopaedic patients. This was despite having been seen previously in the pre-operative assessment clinic (POAC). These patients went to the wards post-operatively, where many then missed doses of the...