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Uniqueness of density-to-potential mapping for fermionic lattice systems
J. P. Coe
, I. D'amico, V. V. França
School of Engineering & Physical Sciences
Institute of Chemical Sciences
Research output
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Contribution to journal
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Article
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peer-review
14
Citations (Scopus)
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INIS
density
100%
excited states
25%
fermions
100%
ground states
75%
hubbard model
25%
mapping
100%
occupations
25%
particles
25%
pauli exclusion principle
25%
wave functions
50%
Mathematics
Excited State
33%
External Potential
100%
Ground State
100%
Lattices
100%
Limiting Case
33%
One to one correspondence
33%
Particle Density
33%
wavefunction ψ
66%
Chemistry
Base
33%
Crystal System
100%
Excited State
33%
Ground State
100%
Hubbard Model
33%
Lattice Model
33%
Particle Density
33%
Pauli Exclusion Principle
33%
Wave Function
66%
Engineering
Excited State
33%
Ground State
100%
Hohenberg-Kohn Theorem
33%
Illustrates
33%
Limiting Case
33%
Nodes
33%
Particle Density
33%
Physics
Excitation
33%
Ground State
100%
Pauli Exclusion Principle
33%
Wave Function
66%