Fractional approach, quantum statistics, and non-crystalline solids at very low temperatures

EK Lenzi, BF De Oliveira, NGC Astrath… - The European Physical …, 2008 - Springer
We consider nonlocal effects, obtained by incorporating fractional derivatives in the kinetic
energy of a conventional Hamiltonian, to analyze physical properties of non-crystalline …
被引用次数：28 相关文章

[引用][C] Fractional approach, quantum statistics, and non-crystalline solids at very low temperatures

EK LENZI, BF DE OLIVEIRA… - … physical journal. B …, 2008 - pascal-francis.inist.fr
Fractional approach, quantum statistics, and non-crystalline solids at very low temperatures
CNRS Inist Pascal-Francis CNRS Pascal and Francis Bibliographic Databases Simple search …
[PDF] researchgate.net

[PDF][PDF] Fractional approach, quantum statistics, and non-crystalline solids at very low temperatures

EK Lenzi, BF de Oliveira, NGC Astrath… - Eur. Phys. J …, 2008 - researchgate.net
We consider nonlocal effects, obtained by incorporating fractional derivatives in the kinetic
energy of a conventional Hamiltonian, to analyze physical properties of non-crystalline …

Fractional approach, quantum statistics, and non-crystalline solids at very low temperatures

EK Lenzi, BF de Oliveira, NGC Astrath… - … Physical Journal B …, 2008 - econpapers.repec.org
We consider nonlocal effects, obtained by incorporating fractional derivatives in the kinetic
energy of a conventional Hamiltonian, to analyze physical properties of non-crystalline …

Fractional approach, quantum statistics, and non-crystalline solids at very low temperatures.

EK Lenzi, BF De Oliveira, NGC Astrath… - … Physical Journal B …, 2008 - search.ebscohost.com
We consider nonlocal effects, obtained by incorporating fractional derivatives in the kinetic
energy of a conventional Hamiltonian, to analyze physical properties of non-crystalline …

Fractional approach, quantum statistics, and non-crystalline solids at very low temperatures

EK Lenzi, BF de Oliveira, NGC Astrath… - … Physical Journal B …, 2008 - ideas.repec.org
We consider nonlocal effects, obtained by incorporating fractional derivatives in the kinetic
energy of a conventional Hamiltonian, to analyze physical properties of non-crystalline …
[PDF] academia.edu

[PDF][PDF] Fractional approach, quantum statistics, and non-crystalline solids at very low temperatures

EK Lenzia, BF de Oliveira, NGC Astrath… - Eur. Phys. J …, 2008 - academia.edu
We consider nonlocal effects, obtained by incorporating fractional derivatives in the kinetic
energy of a conventional Hamiltonian, to analyze physical properties of non-crystalline …

Fractional approach, quantum statistics, and non-crystalline solids at very low temperatures

EK Lenzi, BF de Oliveira, NGC Astrath, LC Malacarne… - Eur. Phys. J. B, 2008 - Springer
We consider nonlocal effects, obtained by incorporating fractional derivatives in the kinetic
energy of a conventional Hamiltonian, to analyze physical properties of non-crystalline …

Fractional approach, quantum statistics, and non-crystalline solids at very low temperatures

EK Lenzi, BF de Oliveira, NGC Astrath… - The European Physical …, 2008 - infona.pl
. We consider nonlocal effects, obtained by incorporating fractional derivatives in the kinetic
energy of a conventional Hamiltonian, to analyze physical properties of non-crystalline …

Fractional approach, quantum statistics, and non-crystalline solids at very low temperatures

EK Lenzi, BF de Oliveira, NGC Astrath… - The European Physical …, 2008 - epjb.epj.org
We consider nonlocal effects, obtained by incorporating fractional derivatives in the kinetic
energy of a conventional Hamiltonian, to analyze physical properties of non-crystalline …