We present a relation between Tsallis’s entropy and generalized Kerridge inaccuracy which is called generalized Shannon inequality and is well-known generalization in information theory and then give its application in coding theory. The objective of the paper is to establish a result on noiseless coding theorem for the proposed mean code length in terms of generalized information measure of order ξ
An extension is presented to the source coding theorem traditionally based on the Shannon entropy an...
This paper is part of a general study of efficient information selection, storage and processing. It...
For a generalized random variable X, a measure L¯X of average code length is defined. Using L¯X, som...
A relation between Shannon entropy and Kerridge inaccuracy, which is known as Shannon inequality, is...
[[abstract]]A relation between Shannon entropy and Kerridge inaccuracy, which is known as Shannon in...
In the present paper the generalized mean codeword length is studied and characterized a new general...
We introduce a quantity which is called Rényi’s-Tsalli’s entropy of order ξ and discussed some of it...
A new measure L(α), called average code length of order α, has been defined and its relationship wit...
ABSTRACT. Guiasu and Picard [I] introduced the mean length for ’useful ’ codes. They called this len...
Abstract. A new measure L β α, called average code word length of order α and type β has been define...
A new measure Lβα, called average code word length of order α and type β is defined and its relation...
International audienceWe discuss the interest of escort distributions and Rényi entropy in the conte...
AbstractTsallis relative operator entropy is defined and then its properties are given. Shannon ineq...
The objective of the present communication is to develop new genuine exponentiated mean codeword len...
In this communication, we characterize a measure of information of type (α, β, γ) by taking certain ...
An extension is presented to the source coding theorem traditionally based on the Shannon entropy an...
This paper is part of a general study of efficient information selection, storage and processing. It...
For a generalized random variable X, a measure L¯X of average code length is defined. Using L¯X, som...
A relation between Shannon entropy and Kerridge inaccuracy, which is known as Shannon inequality, is...
[[abstract]]A relation between Shannon entropy and Kerridge inaccuracy, which is known as Shannon in...
In the present paper the generalized mean codeword length is studied and characterized a new general...
We introduce a quantity which is called Rényi’s-Tsalli’s entropy of order ξ and discussed some of it...
A new measure L(α), called average code length of order α, has been defined and its relationship wit...
ABSTRACT. Guiasu and Picard [I] introduced the mean length for ’useful ’ codes. They called this len...
Abstract. A new measure L β α, called average code word length of order α and type β has been define...
A new measure Lβα, called average code word length of order α and type β is defined and its relation...
International audienceWe discuss the interest of escort distributions and Rényi entropy in the conte...
AbstractTsallis relative operator entropy is defined and then its properties are given. Shannon ineq...
The objective of the present communication is to develop new genuine exponentiated mean codeword len...
In this communication, we characterize a measure of information of type (α, β, γ) by taking certain ...
An extension is presented to the source coding theorem traditionally based on the Shannon entropy an...
This paper is part of a general study of efficient information selection, storage and processing. It...
For a generalized random variable X, a measure L¯X of average code length is defined. Using L¯X, som...