Informational entropies Sρ =-∫ρlnρdr→ and Sγ =-∫γlnγdp→ have been computed from neutralatom Thomas-Fermi coordinate-space density γ and momentum density ρ. These entropies turn out to be Sρ≃N(5.59-2lnN) and Sγ≃N(1.06+lnN) leading to Sρ +Sγ ≃N(6.65-lnN), strikingly similar in form to the rigorous bound Sρ +Sγ >=3N(1+lnpπ)-2NlnN due to Bialynicki-Birula and Mycielski. It is conjectured that the informational entropies for atoms may be well represented by S≃N(α+β lnN), α and β , being universal constants
The antisymmetry of a fermionic quantum state has a marked effect on its entanglement properties. Re...
Shannon's theory is commonly aboarded in the narrow statement of the general communication scheme : ...
An information measure inspired by Onicescu's information energy and Uffink's information measure (r...
Informational entropies S<SUB>ρ</SUB> =-∫ρlnρdr→ and S<SUB>γ</SUB> =...
It is shown that a similar functional form $S=a+b\ln N$ holds approximately for the information entr...
Near-Hartree-Fock information entropies Sρ=-Fρ(r)lnρ(r)dr and Sγ=-Fγ (ρ...
An uncertainty-type lower bound [I. Bialynicki-Birula and J. Mycielski, Commun. Math. Phys. 44, 129 ...
We calculate the information entropy of single-particle states in position-space $S_{r}$ and momentu...
Abstract: In this paper, by constructing Free-energy Functionals, the Thomas-Fermi theory has been e...
The information entropies in coordinate and momentum spaces and their sum ($S_r$, $S_k$, $S$) are ev...
Information entropy, the expected amount of information produced by a random data source, has been a...
Entropies for the relavant Figures in the manuscript "Relativistic Angular Densities and their Info...
The Maxwell-Boltzmann distribution is compatible with Shannon’s entropy which in turn is equivalent ...
In their seminal work thirty years ago, Ghosh, Berkowitz, and Parr reformulated the ground-state den...
Shannon's information entropies in position- and momentum- space and their sum $S$ are calculated fo...
The antisymmetry of a fermionic quantum state has a marked effect on its entanglement properties. Re...
Shannon's theory is commonly aboarded in the narrow statement of the general communication scheme : ...
An information measure inspired by Onicescu's information energy and Uffink's information measure (r...
Informational entropies S<SUB>ρ</SUB> =-∫ρlnρdr→ and S<SUB>γ</SUB> =...
It is shown that a similar functional form $S=a+b\ln N$ holds approximately for the information entr...
Near-Hartree-Fock information entropies Sρ=-Fρ(r)lnρ(r)dr and Sγ=-Fγ (ρ...
An uncertainty-type lower bound [I. Bialynicki-Birula and J. Mycielski, Commun. Math. Phys. 44, 129 ...
We calculate the information entropy of single-particle states in position-space $S_{r}$ and momentu...
Abstract: In this paper, by constructing Free-energy Functionals, the Thomas-Fermi theory has been e...
The information entropies in coordinate and momentum spaces and their sum ($S_r$, $S_k$, $S$) are ev...
Information entropy, the expected amount of information produced by a random data source, has been a...
Entropies for the relavant Figures in the manuscript "Relativistic Angular Densities and their Info...
The Maxwell-Boltzmann distribution is compatible with Shannon’s entropy which in turn is equivalent ...
In their seminal work thirty years ago, Ghosh, Berkowitz, and Parr reformulated the ground-state den...
Shannon's information entropies in position- and momentum- space and their sum $S$ are calculated fo...
The antisymmetry of a fermionic quantum state has a marked effect on its entanglement properties. Re...
Shannon's theory is commonly aboarded in the narrow statement of the general communication scheme : ...
An information measure inspired by Onicescu's information energy and Uffink's information measure (r...