[PDF] Top 20 On elements of high order in general finite fields
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On elements of high order in general finite fields
... Constructing high order elements through subspace polynomials, Discrete algorithms: ...On elements of high order in finite fields, Cryptography and ... See full document
6
Normal high order elements in finite field extensions based on the cyclotomic polynomials
... normal high order elements in finite field extensions based on cyclotomic ...of high order elements from [7, 8], which have more general form than Gauss periods of ... See full document
8
Parallel preconditioners and high order elements for microwave imaging
... using high order edge finite elements is briefly described and in Section 4 the parallel preconditioner based on domain decomposition is ...of high order edge finite ... See full document
10
An example of explicit implementation strategy and preconditioning for the high order edge finite elements applied to the time-harmonic Maxwell's equations
... low order finite elements and [14] for high order ones, and Schwarz domain decomposition methods, see ...for high frequencies with classical iterative methods ... See full document
21
Variational Formulations Yielding High Order Finite Element Solutions in Smooth Domains without Curved Elements
... the finite element method is its versatility to deal with different types of ...ordinary elements are still used in the case of curved ...to high order finite element methods based only ... See full document
13
High Order Finite Elements in Free Vibrations of Thick Plates
... Finite elements based on Reissner-Mindlin’s theory are in general unable to reproduce the thin plate condition, causing the so called “solution-locking ...low order elements, that need ... See full document
10
High order cut finite element methods for the Stokes problem
... optimal order convergence by both a priori error estimates as well as numerical results for Taylor- Hood elements of polynomial order up to ... See full document
23
Analysis of patch test consistent atomistic to continuum coupling with higher order finite elements
... On the other hand, in the continuum region where the interactions are approxi- mated by the Cauchy–Born energy, we could increase the accuracy by using Pp-FEM with p > 1. In later sections we will review that the ... See full document
29
Multiplicative orders of elements in Conway's towers of finite fields
... with high multiplicative order are often needed in several applications that use finite fields ...any finite field. However, if we have not any factorization of the order of ... See full document
10
An extension of assumed stress finite elements to a general hyperelastic framework
... in general consider- ing the approximation of one basic ...low order elements, based on this variational approach yield poor results in the framework of nearly incom- pressibility and bending ... See full document
22
A new conservative nonlinear high-order compact finite difference scheme for the general Rosenau-RLW equation
... the general Rosenau-RLW equation was ...the general Rosenau-RLW equation which was uncondi- tionally stable and second-order convergent and simulates conservative laws at the same ... See full document
16
Stabilisation of high aspect ratio mixed finite elements for incompressible flow
... fixed order k, degenerates as √ ...the elements is varied for fixed polynomial order k, and confirms the behaviour with respect to ̺ in the estimate ... See full document
14
Lattice Models of Finite Fields
... Finite fields form an important chapter in abstract algebra, and mathematics in general, yet the traditional expositions, part of Abstract Algebra courses, focus on the axiomatic presentation, while ... See full document
16
Bit Security of the CDH Problems over Finite Field
... We advanced the list decoding approach, and for the first time, we applied it to the case of a non- multiplicative code. We proved that the Partial-CDH problem also admits the hard-core predicates for every individual ... See full document
23
Local two-sided bounds for eigenvalues of self-adjoint operators
... The numerical estimation of the eigenfrequencies of (40)-(41) is known to be extremely challenging for general regions . The operator M does not have a compact resolvent and it is strongly indefinite. If we ... See full document
34
Locally finite near-fields
... of finite regular ...of finite fields is. There a finite field is completely determined, up to isomorphism, by one invariant - its ...every finite regular near-field is determined, up ... See full document
108
Space Time Convolutional Codes over Finite Fields and Rings for Systems with Large Diversity Order
... equivalences among STCCs so that many convolutional codes can be discarded in the code search without loosing anything. Herein we focus on systems with large diversity order, so only STCCs designed under the trace ... See full document
7
A new approach in building parallel finite field multipliers
... polynomial arithmetic and irreducible polynomials, extension fields exist for finite fields.. as well.[r] ... See full document
102
An isogeometric continuum shell element for non-linear analysis
... An isogeometric continuum shell formulation is proposed in which NURBS basis functions are used to construct the reference surface of the shell. Through-the-thickness behavior is interpolated using a higher-order ... See full document
18
Characterization of projective general linear groups
... of order p · q, with p, q (not necessarily distinct) primes, is ...odd order is cyclic and a Sylow 2-subgroup of C is either cyclic or a generalized quaternion ... See full document
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