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Ginzburg-Landau-Wilson Hamiltonian

by unknown authors , 2002
"... for a multi-component continuous system: a microscopic description ..."
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for a multi-component continuous system: a microscopic description

On the approximability of covering points by lines and . . .

by Adrian Dumitrescu, Minghui Jiang , 2013
"... ..."
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Abstract not found

Magnetic and thermodynamic properties of the three-dimensional periodic Anderson hamiltonian

by Carey Huscroft , A K Mcmahan , R T Scalettar , 1999
"... The three-dimensional periodic Anderson model is studied with the quantum Monte Carlo method. We find that the crossover to the Kondo singlet regime is remarkably sharp at low temperatures, and that the behavior of magnetic correlations is consistently reflected in both the thermodynamics and the d ..."
Abstract - Cited by 1 (0 self) - Add to MetaCart
analytic sum rules. (iii) The pressure difference at the transition inferred from F is reasonably consistent with experimental pressure-volume data on Ce, Pr, and Gd, given the approximate representation of the electronic structure. The periodic Anderson Hamiltonian is We choose a simple cubic structure

Approximating the Longest Cycle Problem in Sparse Graphs

by Tomás Feder , Rajeev Motwani, Carlos Subi , 2002
"... We consider the problem of finding long paths and cycles in Hamiltonian graphs. The focus of our work is on sparse graphs, e.g., cubic graphs, that satisfy some property known to hold for Hamiltonian graphs, e.g., k-cyclability. We first consider the problem of finding long cycles in 3-connected cub ..."
Abstract - Cited by 11 (2 self) - Add to MetaCart
We consider the problem of finding long paths and cycles in Hamiltonian graphs. The focus of our work is on sparse graphs, e.g., cubic graphs, that satisfy some property known to hold for Hamiltonian graphs, e.g., k-cyclability. We first consider the problem of finding long cycles in 3-connected

NOTATION Cijkl incremental stress–strain tensor H Hamiltonian + Lagrangian

by R P S Han, S G Mao
"... Hamilton equation based symplectic nite element ..."
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Hamilton equation based symplectic nite element

ABSTRACT Title of dissertation: Weakly Compressible Navier-Stokes Approximation of Gas Dynamics

by unknown authors
"... This dissertation addresses mathematical issues regarding weakly compressible approximations of gas dynamics that arise both in fluid dynamical and in kinetic settings. These approximations are derived in regimes in which (1) transport coeffi-cients (viscosity and thermal conductivity) are small and ..."
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This dissertation addresses mathematical issues regarding weakly compressible approximations of gas dynamics that arise both in fluid dynamical and in kinetic settings. These approximations are derived in regimes in which (1) transport coeffi-cients (viscosity and thermal conductivity) are small

RIKEN-QHP-150 Restricted phase-space approximation in real-time stochastic quantization

by Ryoji Anzaki, Kenji Fukushima, Yoshimasa Hidaka
"... We perform and extend real-time numerical simulation of a scalar quantum field the-ory using stochastic quantization. After a brief review of the quantization method, we calculate the propagator and the perturbative series and compare with analyt-ical results. This is a first step toward general app ..."
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comparison between our results and the numerically exact results obtained by diagonalization of the Hamiltonian. While we can control stability of the numerical simulation for any coupling strength, our results turn out to flow into an unphysical attractor if the simulation is out of the weak-coupling regime

Title: Banking System Stability. A Cross-Atlantic Perspective

by Mark Carey, René M. Stulz, Stefan Straetmans, Casper De
"... A particularly important sector for the stability of financial systems is the banking sector. Banks play a central role in the money creation process and in the payment system. Moreover, bank credit is an important factor in the financing of investment and growth. Faltering banking systems have ..."
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A particularly important sector for the stability of financial systems is the banking sector. Banks play a central role in the money creation process and in the payment system. Moreover, bank credit is an important factor in the financing of investment and growth. Faltering banking systems have

Energy-Balanced Multi-Hop Packet Transmission in Wireless Sensor Networks

by unknown authors
"... Abstract — This paper studies the problem of determining an energy-balanced schedule for packet transmission over a multi-hop communication path in wireless sensor networks. We consider an epoch-based scenario where the packet must be transmitted within a specified latency constraint. The goal is to ..."
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-hop communication path with radius of each hop at 10 m, and 60% with radius of each hop at approximately 2.2 m. Two runtime scenarios are also shown to demonstrate the ability of the on-line protocol to adapt the modulation settings with respect to system variations in data packet size and latency

unknown title

by J. Poulin, Gordon E. Swaters , 1997
"... Sub-inertial dynamics of density-driven flows in a continuously stratied fluid on a sloping bottom. I. Model derivation and stability characteristics ..."
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Sub-inertial dynamics of density-driven flows in a continuously stratied fluid on a sloping bottom. I. Model derivation and stability characteristics
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