Hard-wired solutions for Finite Field Arithmetic have become increasingly important in recent years and are mostly part of domain specific Digital Signal Processors (DSPs). We have specified and verified a real-life example of an array-type multiplier for Finite Field multiplication in GF(2^m) [1]. The multiplier has been specified in higher-order logic and correctness has been proven using the HOL98 theorem prover. Since our model is generic, the correctness results hold for arbitrary scaled circuits
In papers [1,2] there were consider different assumptions for averaging methods along the vertical c...
In this paper,we survey some of the latest developments in using boundary value methods (BVMs) for s...
We discuss recent work of several authors on the Kakeya needle problem and other related problems in...
We show how the subtype relation of the well-known system Fsub, the second-order polymorphic lambda-...
AbstractThis paper continues the study of the general theory, begun in [4], of semantic domains base...
Why we called the class of two-dimensional Shimura varieties, which are not Hilbert modular, "Picard...
We present a non-looping method to construct Kripke trees refuting the non-theorems of intuitionisti...
This thesis presents a design style for implementing communicating sequential processes (CSP) as qua...
We present here GM-C, a Graph Categorical Multi-Combinator Machine, a new machine for the compilatio...
AbstractAn extension of Hennessy-Milner logic to value-passing CCS is embedded in the HOL system. Th...
AbstractThis paper presents two sequent calculi, requiring no clausal form for types, whose typable ...
AbstractWe present an algorithm, based on Falconer's results in [4,6], to effectively estimate the H...
AbstractLast works in linear logic mark a trend that can be summarized as: studying of fragments of ...
AbstractBy proving the correspondence between the usual double-pushout approach and Banach's inward ...
We consider families of analytic area-preserving maps depending on two pa- rameters: the perturbati...
In papers [1,2] there were consider different assumptions for averaging methods along the vertical c...
In this paper,we survey some of the latest developments in using boundary value methods (BVMs) for s...
We discuss recent work of several authors on the Kakeya needle problem and other related problems in...
We show how the subtype relation of the well-known system Fsub, the second-order polymorphic lambda-...
AbstractThis paper continues the study of the general theory, begun in [4], of semantic domains base...
Why we called the class of two-dimensional Shimura varieties, which are not Hilbert modular, "Picard...
We present a non-looping method to construct Kripke trees refuting the non-theorems of intuitionisti...
This thesis presents a design style for implementing communicating sequential processes (CSP) as qua...
We present here GM-C, a Graph Categorical Multi-Combinator Machine, a new machine for the compilatio...
AbstractAn extension of Hennessy-Milner logic to value-passing CCS is embedded in the HOL system. Th...
AbstractThis paper presents two sequent calculi, requiring no clausal form for types, whose typable ...
AbstractWe present an algorithm, based on Falconer's results in [4,6], to effectively estimate the H...
AbstractLast works in linear logic mark a trend that can be summarized as: studying of fragments of ...
AbstractBy proving the correspondence between the usual double-pushout approach and Banach's inward ...
We consider families of analytic area-preserving maps depending on two pa- rameters: the perturbati...
In papers [1,2] there were consider different assumptions for averaging methods along the vertical c...
In this paper,we survey some of the latest developments in using boundary value methods (BVMs) for s...
We discuss recent work of several authors on the Kakeya needle problem and other related problems in...