1,959 research outputs found
Weakly Equivalent Arrays
The (extensional) theory of arrays is widely used to model systems. Hence,
efficient decision procedures are needed to model check such systems. Current
decision procedures for the theory of arrays saturate the read-over-write and
extensionality axioms originally proposed by McCarthy. Various filters are used
to limit the number of axiom instantiations while preserving completeness. We
present an algorithm that lazily instantiates lemmas based on weak equivalence
classes. These lemmas are easier to interpolate as they only contain existing
terms. We formally define weak equivalence and show correctness of the
resulting decision procedure
Reply: Evaluation of management of desmoid tumours associated with familial adenomatous polyposis in Dutch patients
Cellular mechanisms in basic and clinical gastroenterology and hepatolog
Het brein: een bron van onzekerheid
Overig prod. v. wetensch. act
Сучасна лексикографія як об’єкт лінгвістики
У статті проаналізовано сучасні праці теоретичної лексикографії, розглянуто погляди науковців на дефініцію терміна “лексикографія”.The article gives the analysis of contemporary works on theoretical lexicography and rewiews the approaches of different scientists to the term “lexicography”
Drink alcohol and dim the lights: The impact of cognitive deficits on medial frontal cortex function
Nonperturbative dynamics of scalar field theories through the Feynman-Schwinger representation
In this paper we present a summary of results obtained for scalar field
theories using the Feynman-Schwinger (FSR) approach. Specifically, scalar QED
and chi^2phi theories are considered. The motivation behind the applications
discussed in this paper is to use the FSR method as a rigorous tool for testing
the quality of commonly used approximations in field theory. Exact calculations
in a quenched theory are presented for one-, two-, and three-body bound states.
Results obtained indicate that some of the commonly used approximations, such
as Bethe-Salpeter ladder summation for bound states and the rainbow summation
for one body problems, produce significantly different results from those
obtained from the FSR approach. We find that more accurate results can be
obtained using other, simpler, approximation schemes.Comment: 25 pags, 19 figures, prepared for the volume celebrating the 70th
birthday of Yuri Simono
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