Results 61 to 70 of about 33,515 (176)
Problem of computer model development of Sudan and Guruswami's list decoders for generalized Reed-Solomon codes and concatenated codes is solved. Strict algorithm of list decoding of concatenated codes is given.
V.V. MKRTICHAN
doaj
Reed-Solomon (RS) Code and Bose-Chaudhuri-Hocquenghem (BCH) code are cyclic block codes class of error-correting code.Error correcting code is required in communicaton system to reduce error of transmitted information from transmitter to receiver.
Eva Yovita Dwi Utami +2 more
doaj +1 more source
On Algebraic Decoding of $q$-ary Reed-Muller and Product-Reed-Solomon Codes
We consider a list decoding algorithm recently proposed by Pellikaan-Wu \cite{PW2005} for $q$-ary Reed-Muller codes $\mathcal{RM}_q(\ell, m, n)$ of length $n \leq q^m$ when $\ell \leq q$.
Santhi, Nandakishore
core +1 more source
Unravelling the Impact of Ideological Diversity on Stock Returns Amidst Uncertainty
ABSTRACT Recently, the Covid‐19 uncertainties have raised interest in identifying factors that influence firms’ resilience. Existing Covid‐19 research primarily focused on market reactions and lockdown impacts, overlooking the influence of ideological diversity of firms’ directors on resilience. To address this gap, we examine personal contributions to
Ambrose Egwuonwu +3 more
wiley +1 more source
In this contribution, it is shown that miniaturized nerve stimulation implants can be used in collaborative networks. Inductive links and ultrasound are combined to supply these implants with energy and data; the advantages and disadvantages of each method, as well as safety risks and possibilities for improvement are discussed and the best ...
Benedikt Szabo +5 more
wiley +1 more source
Concatenation codes have attracted a great deal of interest since their discovery. They have been successfully used in digital communication systems in order to achieve reliable transmission on a noisy channel.
Amel M. Noori, Hikmat N. Abdullah
doaj
New Construction of Maximum Distance Separable (MDS) Self-Dual Codes over Finite Fields
Maximum distance separable (MDS) self-dual codes have useful properties due to their optimality with respect to the Singleton bound and its self-duality.
Aixian Zhang, Zhe Ji
doaj +1 more source
Affine Cartesian codes with complementary duals
A linear code $C$ with the property that $C \cap C^{\perp} = \{0 \}$ is said to be a linear complementary dual, or LCD, code. In this paper, we consider generalized affine Cartesian codes which are LCD.
López, Hiram H. +2 more
core
ABSTRACT Background The diagnosis of an intellectual disability is suggested to have particularly stigmatising connotations, particularly within the criminal justice system (CJS). This paper aims to synthesise qualitative studies investigating the attitudes of CJS professionals to people with intellectual disabilities (PWID), specifically offenders ...
Georgia Powell +4 more
wiley +1 more source
A Low-Complexity DEC Reed–Solomon Decoder Architecture Based on Subfield Decomposition
This paper presents a low-complexity hardware architecture for a double-symbol-error-correcting (DEC) Reed-Solomon (RS) decoder. The architecture is based on the principle of subfield decomposition, replacing a shortened RS code over $\mathrm {GF}(2^{m})
Injae Yoo
doaj +1 more source

