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The local potential approximation of the renormalization group and its applications

Physics letters. A, 1994-07, Vol.190 (3), p.225-230

Zumbach, Gil

1994

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Adaptive-coordinate real-space electronic-structure calculations for atoms, molecules, and solids

Physical review. B, Condensed matter, 1997-04, Vol.55 (16), p.10289-10301

1997

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Phase transitions with O( n) symmetry broken down to O( n − p)

Nuclear physics. B, 1994-02, Vol.413 (3), p.771-791

Zumbach, Gil

1994

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The renormalization group in the local potential approximation and its applications to the O ( n) model

Nuclear physics. B, 1994-02, Vol.413 (3), p.754-770

Zumbach, Gil

1994

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Almost second order phase transitions

Physical review letters, 1993-10, Vol.71 (15), p.2421-2424

ZIMBACH, G

1993

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Importance of the topological defects for two dimensional phase transitions and their relevance for the renormalization group

Physics letters. A, 1995-04, Vol.200 (3), p.257-263

Zumbach, Gil

1995

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Importance of the massive modes in the renormalization group 2 + ε dimension

Nuclear physics. B, 1995-02, Vol.435 (3), p.753-773

Zumbach, Gil

1995

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Adaptive coordinate, real-space electronic structure calculations on parallel computers

Solid state communications, 1996, Vol.99 (2), p.57-61

1996

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Density-matrix functional theory for the N-particle ground state

The Journal of chemical physics, 1985-06, Vol.82 (12), p.5604-5607

1985

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ACRES: Adaptive Coordinate Real-Space Electronic Structure

MRS proceedings, 1995, Vol.408, Article 139

1995

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Upper bound for the kinetic energy for fermion systems

Physical review. A, General physics, 1985-03, Vol.31 (3), p.1922-1925

ZUMBACH, G

1985

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New approach to the calculation of density functionals

Physical review. A, General physics, 1983-01, Vol.28 (2), p.544-554

1983

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Erratum: New approach to the calculation of density functionals

Physical review. A, General physics, 1984-03, Vol.29 (3), p.1585-1587

1984

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Example of competition between nonlinearity and disorder

Physical review. A, General physics, 1987-12, Vol.36 (12), p.5758-5766

1987

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The local potential approximation of the renormalization group and its applications

Adaptive-coordinate real-space electronic-structure calculations for atoms, molecules, and solids

Phase transitions with O( n) symmetry broken down to O( n − p)

The renormalization group in the local potential approximation and its applications to the O ( n) model

Almost second order phase transitions

Importance of the topological defects for two dimensional phase transitions and their relevance for the renormalization group

Importance of the massive modes in the renormalization group 2 + ε dimension

Adaptive coordinate, real-space electronic structure calculations on parallel computers

Density-matrix functional theory for the N-particle ground state

ACRES: Adaptive Coordinate Real-Space Electronic Structure

Upper bound for the kinetic energy for fermion systems

New approach to the calculation of density functionals

Erratum: New approach to the calculation of density functionals

Example of competition between nonlinearity and disorder

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