Hans van Leeuwen

Q: What Schools Are Affiliated With Hans van Leeuwen

Hans van Leeuwen is affiliated with the following schools: University of Amsterdam, Eindhoven University of Technology, Delft University of Technology, Leiden University

Hans van Leeuwen 's AcademicInfluence.com Rankings

Hans van Leeuwen

Physics

#8569

World Rank

#10807

Historical Rank

physics Degrees

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Physics

Hans van Leeuwen 's Degrees

Bachelors Physics University of Amsterdam
Masters Physics University of Amsterdam
PhD Physics Delft University of Technology

Why Is Hans van Leeuwen Influential?

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According to Wikipedia, Johannes Maria Jozef "Hans" van Leeuwen is a Dutch physicist. Van Leeuwen was born in Heerhugowaard. In 1962 he obtained his doctorate at the University of Amsterdam under professor J. de Boer with a thesis titled: "Diagram techniques in statistical mechanics". In 1969 he became professor of physics at Delft University of Technology. He was appointed professor of theoretical physics at Leiden University in 1986.

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Hans van Leeuwen 's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

New method for the calculation of the pair correlation function. I (1959) (354)
Asymptotic Time Behavior of Correlation Functions (1970) (262)
Real-Space Renormalization (1982) (225)
Wilson theory for 2-dimensional Ising spin systems (1974) (209)
Hard-sphere dynamics and binary-collision operators (1969) (150)
Asymptotic Time Behavior of Correlation Functions. 1. Kinetic Terms (1971) (149)
Wilson Theory for Spin Systems on a Triangular Lattice (1973) (114)
Singularities in the Critical Surface and Universality for Ising-Like Spin Systems (1975) (91)
Pinning of a rough interface by an external potential (1981) (86)
Non-analytic density behaviour of the diffusion coefficient of a Lorentz gas I. Divergencies in the expansion in powers in the density (1967) (75)
Non-analytic density behaviour of the diffusion coefficient of a Lorentz gas: II. Renormalization of the divergencies (1968) (64)
Renormalization Theory for Ising Like Spin Systems (1976) (60)
Asymptotic time behavior of correlation functions. II. Kinetic and potential terms (1976) (58)
On the calculation of the t-matrix for potentials with a hard core (1961) (55)
Nonuniversal and Anomalous Decay of Boundary Spin Correlations in Inhomogeneous Ising Systems (1981) (49)
The drift velocity in the Rubinstein—Duke model for electrophoresis (1992) (38)
CRITICAL BEHAVIOR OF THE TWO-DIMENSIONAL ISING MODEL IN A TRANSVERSE FIELD: A DENSITY-MATRIX RENORMALIZATION CALCULATION (1997) (38)
Kinetic equation for hard-sphere correlation functions (1973) (36)
The transport properties and the equation of state of gaseous para- and ortho-hydrogen and their mixtures below 40°K (1955) (36)
Derivation of Kinetic Equations for Slow-Neutron Scattering (1965) (35)
Differential Form of Real-Space Renormalization: Exact Results for Two-Dimensional Ising Models (1978) (31)
Asymptotic time behavior of correlation functions. III. Local equilibrium and mode-coupling theory (1976) (30)
Calculation of the pair correlation function: II. Results for the 12-6 Lennard-Jones interaction (1964) (26)
Asymptotic time behavior of correlation functions and mode-mode coupling theory (1971) (25)
Boundary magnetization and spin correlations in inhomogeneous two-dimensional Ising systems (1984) (24)
Exact renormalization group equations for the two-dimensional Ising model (1979) (23)
Incorporation of density-matrix wave functions in Monte Carlo simulations: Application to the frustrated Heisenberg model (2000) (22)
On supermobility in an isotopic mixture of a hard sphere Bose and Fermi gas at T = 0 (1961) (20)
Variational principles in renormalization theory (1978) (19)
Reptation in the Rubinstein–Duke model: The influence of end-reptons dynamics (2002) (17)
Optimal Superconducting Critical Temperature in the Two-Dimensional Attractive Hubbard Model (1991) (16)
Position-space renormalization for systems with weak long-range interactions and the breakdown of hyperscaling (1977) (15)
Progress and Problems in Real-Space Renormalization (1982) (12)
Green's function approach to electrical conductivity and phonon drag (1964) (12)
Logarithmic terms in the density expansion of transport coefficients (1965) (12)
Statistical limitations in electron beam lithography. I: Theory (1983) (12)
High-temperature series expansions for the Hubbard model. (1992) (11)
On the quantum theory of electrical conductivity. II (1963) (10)
Critical phenomena for a triangular spin lattice I (1976) (9)
The Einstein relation in the Rubinstein-Duke reptation model (1991) (8)
Spin waves in the half-filled Hubbard model beyond the random phase approximation (1993) (8)
Spin stiffness in the Hubbard model (1995) (8)
PHASE SEPARATION IN ISOTOPIC FERMI--BOSE MIXTURES. (1968) (8)
Bound states and metastability near a scatterer in crossed electromagnetic fields (1999) (6)
Renormalization of the gas-liquid transition (1984) (6)
Renormalization group and critical exponents for a Gaussian spin model with long range interactions (1972) (6)
Renormalization of the gas-liquid transition: II. Results for some renormalization schemes (1986) (5)
Exact differential real-space renormalization: Ising, Gaussian and Ashkin-Teller models (1981) (5)
Differential real space renormalization: The linear Ising chain (1979) (4)
Occupation Probabilities in the Lattice Gas (1964) (4)
Disorder solutions of lattice spin models (1989) (4)
REPTATION IN LINEAR SYSTEMS (1998) (3)
Velocity of Second Sound in Dilute He 3 -He 4 Mixtures (1969) (3)
On phase-separation in Fermi-Bose mixtures (1967) (2)
Convergence of finite size scaling analysis: Weak size dependence of renormalization transformations (1987) (2)
The calculation of the magnetic exponent in real space differential renormalization (1981) (2)
Dynamical Properties of the Spherical Model in the Low-Temperature and Critical Regions (1972) (2)
Mean field renormalization group for the spin-1/2 XXZ model (1992) (2)
Dynamics of reptation (1995) (1)
Real space renormalization for fluids and interfaces (1984) (1)
The Density Expansion of the Diffusion Coefficients of a Lorentz Gas (1967) (1)
On q-deformed probability theory (1996) (1)
Scaling in the Rubinstein-Duke Model for Reptation (2004) (0)
Density matrix technique for ground state calculations (1999) (0)
1 2 5 O ct 1 99 5 SPIN STIFFNESS IN THE HUBBARD MODEL (0)
Extension of Fixed-Node Monte Carlo for Lattice Fermions (1995) (0)
The phase diagram of the XXZ model for slab and layered geometries (1991) (0)
One the phase diagram of the Hubbard model (1995) (0)
O. Introduction (1978) (0)
Extension of the Uhlenbeck-Ford Model with an Attraction (2022) (0)
Position space renormalization group (1978) (0)
A Kinetic Description of the Van Hove Correlation Functions (1965) (0)
ON PHASE-SEPARATION IN AN ISOTOPIC MIXTURE OF HARD SPHERE BOSE AND FERMI GAS (1960) (0)
A new renormalization approach to the ground state of the anisotropic XY model (1994) (0)
Spin waves in the 2D Hubbard model beyond the RPA (1994) (0)
The t-matrix for collisions of hard spheres in a layer geometry (1989) (0)

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What Schools Are Affiliated With Hans van Leeuwen ?

Hans van Leeuwen is affiliated with the following schools:

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