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Source URL: scienze-como.uninsubria.it

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Source URL: www2.yukawa.kyoto-u.ac.jp

PHYSICAL REVIEW E 69, Fcc-bcc transition for Yukawa interactions determined by applied strain deformation Robert S. Hoy* and Mark O. Robbins Department of Physics and Astronomy, Johns Hopkins University, B

Source URL: labs.cas.usf.edu

May 2016 Noe Journal of Integrated Creative Studies A Report on the Workshop “Superflares on Solar-type Stars

Source URL: www2.yukawa.kyoto-u.ac.jp

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Source URL: arxiv.org

• Physics
• Particle physics
• Quantum field theory
• Physical cosmology
• Electroweak theory
• Standard Model
• Inflaton
• Inflation
• Yukawa interaction
• Boson
• Scalar field
• String theory

A New Two Higgs Doublet Model S. Nandi Oklahoma State University Oklahoma Center for High Energy Physics (In collaboration with S. Gabriel, B. Mukhopadhyaya and S. K. Rai)

Source URL: theory.fnal.gov

• Physics
• Particle physics
• Electroweak theory
• Standard Model
• Elementary particles
• Quantum field theory
• Higgs boson
• Lepton
• Yukawa interaction
• Neutrino
• Large Hadron Collider
• Electroweak interaction

Dynamical phases of attractive particles sliding on a structured surface

Source URL: comp-phys.univie.ac.at

• Potentials
• Thin films
• Condensed matter physics
• Phases of matter
• Colloidal chemistry
• Monolayer
• Lennard-Jones potential
• Yukawa potential
• Colloid

CP VIOLATION IN PSEUDO-DIRAC FERMION OSCILLATIONS SEYDA IPEK UNIVERSITY OF WASHINGTON Fermilab

Source URL: theory.fnal.gov

• Particle physics
• Standard Model
• Quantum field theory
• Electroweak theory
• Fermions
• CP violation
• Baryogenesis
• Dirac fermion
• Dirac equation
• CabibboKobayashiMaskawa matrix
• Yukawa interaction

THE JOURNAL OF CHEMICAL PHYSICS 122, 204501 共2005兲 Mechanism for singular behavior in vibrational spectra of topologically disordered systems: Short-range attractions Ten-Ming Wu,a兲 S. L. Chang,b兲 and K. H. Tsai

Source URL: tmw.phys.nctu.edu.tw

• Potentials
• Thermodynamics
• Condensed matter physics
• Theoretical chemistry
• Lennard-Jones potential
• Phonon
• Van Hove singularity
• Yukawa potential
• Radial distribution function

Microscopic level density for nucleons and deformed core -- The ”best” microscopic basis for combinatorial level density: Folded Yukawa potential plus various residual effects – pairing and surface vibrations -- re

Source URL: ns12.anl.gov