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1 |
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Openness of a Many-fermion Quantum System from the Generalized Pauli Principle |
Information about the interaction of a many-electron quantum system with its environment is encoded within the one-electron density matrix (1-RDM). |
Romit Chakraborty |
11 Oct 2016 |
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2 |
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Quasipinning and Extended Hartree-Fock Method based on Generalized Pauli Constraints |
It is now known that fermionic natural occupation numbers (NON) do not only obey Pauli’s exclusion principle but are even stronger restricted by the so-called generalized Pauli constraints (GPC). |
Carlos Benavides-Riveros |
11 Oct 2016 |
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3 |
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Fermionic Exchange Symmetry: Quantifying its Influence beyond Pauli’s Exclusion Principle |
The Pauli exclusion principle has a strong impact on the properties and the behavior of most fermionic quantum systems. Remarkably, even stronger restrictions on fermionic natural occupation numbers follow from the fermionic exchange symmetry. |
Felix Tennie |
11 Oct 2016 |
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4 |
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Pinning of Fermionic Occupation Numbers |
The Pauli exclusion principle is a constraint on the natural occupation numbers of fermionic states. |
Matthias Christandl |
11 Oct 2016 |
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5 |
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Calculation Of Generalized Pauli Constraints |
In the talk I am planning to explain two different solutions of N-representability problem and then give the algorithm to calculate GPCs. |
Murat Altunbulak |
11 Oct 2016 |
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6 |
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Introduction and Overview of the Reduced Density Matrix Functional Theory |
In this presentation, we review the theoretical foundations of RDMFT the most successful approximations and extensions, we assess present-day functionals on applications to molecular and periodic systems and we discuss the challenges and future prospect |
Nektarios N. Lathiotakis |
11 Oct 2016 |
