Calculation of the dierential entropy of the limiting density of a sequence of probability density functions is important in the eld of entropy estimation. In such cases it would be of interest to know if the limit of the dierential entropies corresponding to the sequence of probability density function is equal to the dierential entropy of the limiting probability density function. In this paper, we establish suÆcient conditions under which the above is true
Here we assume a discrete random variable, possessing a one-to-one correspondence with the set of na...
International audienceWe consider the maximum entropy problems associated with Rényi $Q$-entropy, su...
International audienceWe consider the maximum entropy problems associated with Rényi $Q$-entropy, su...
We give some sufficient conditions which guarantee that the entropy density in the thermodynamic lim...
We give some sufficient conditions which guarantee that the entropy density in the thermodynamic lim...
It is well known that the entropy H(X) of a discrete random variable X is always greater than or equ...
We give some sufficient conditions which guarantee that the entropy density in the thermodynamic lim...
It is well known that the entropy H(X) of a discrete random variable X is always greater than or equ...
We give some sufficient conditions which guarantee that the entropy density in the thermodynamic lim...
It is well known that the entropy H(X) of a discrete random variable X is always greater than or equ...
We give some sufficient conditions which guarantee that the entropy density in the thermodynamic lim...
Limit distributions are not limited to uncorrelated variables but can be constructively derived for ...
Here we assume a discrete random variable, possessing a one-to-one correspondence with the set of na...
Here we assume a discrete random variable, possessing a one-to-one correspondence with the set of na...
Here we assume a discrete random variable, possessing a one-to-one correspondence with the set of na...
Here we assume a discrete random variable, possessing a one-to-one correspondence with the set of na...
International audienceWe consider the maximum entropy problems associated with Rényi $Q$-entropy, su...
International audienceWe consider the maximum entropy problems associated with Rényi $Q$-entropy, su...
We give some sufficient conditions which guarantee that the entropy density in the thermodynamic lim...
We give some sufficient conditions which guarantee that the entropy density in the thermodynamic lim...
It is well known that the entropy H(X) of a discrete random variable X is always greater than or equ...
We give some sufficient conditions which guarantee that the entropy density in the thermodynamic lim...
It is well known that the entropy H(X) of a discrete random variable X is always greater than or equ...
We give some sufficient conditions which guarantee that the entropy density in the thermodynamic lim...
It is well known that the entropy H(X) of a discrete random variable X is always greater than or equ...
We give some sufficient conditions which guarantee that the entropy density in the thermodynamic lim...
Limit distributions are not limited to uncorrelated variables but can be constructively derived for ...
Here we assume a discrete random variable, possessing a one-to-one correspondence with the set of na...
Here we assume a discrete random variable, possessing a one-to-one correspondence with the set of na...
Here we assume a discrete random variable, possessing a one-to-one correspondence with the set of na...
Here we assume a discrete random variable, possessing a one-to-one correspondence with the set of na...
International audienceWe consider the maximum entropy problems associated with Rényi $Q$-entropy, su...
International audienceWe consider the maximum entropy problems associated with Rényi $Q$-entropy, su...