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HAL-DRF

Scientific publications of DRF


Click on the department name to list its publications

See also Institut de Biologie Structurale (IBS)

See also Grand Accélérateur (GANIL)

 

See also Institut de Biologie Intégrative de la Cellule (I2BC)

 


See also


Nomber of fulltexts

16 024

Nomber of references

23 828

Evolution

Keywords

Gravitational radiation emission Methods data analysis Muon 13000 GeV-cms General relativity Large-scale structure of Universe Rapidity New physics X-rays binaries Background Simulation Supersymmetry Jet bottom Particle Physics Experiments LIGO Mass dependence Cosmic rays Polarization Cosmological model Channel cross section upper limit Differential cross section measured GLAST CERN Lab Dark matter Detector design ATLAS Higher-order 1 Correlation Dark energy Effective field theory Channel cross section measured P p colliding beams Quantum chromodynamics perturbation theory Hadron-Hadron scattering experiments Transverse momentum dependence CERN LHC Coll Hydrodynamics Galaxies high-redshift Galaxies star formation Z0 leptonic decay Energy high Plasma Cosmic background radiation Cosmology Numerical calculations Monte Carlo Galaxy Accretion Top pair production Machine learning Muon pair production Sensitivity Stability Dust Spectral Statistical analysis Electron Electroweak interaction ISM clouds Extinction FMRI Transverse momentum VIRGO Methods numerical 5020 GeV-cms/nucleon Stars formation HESS CMS Gravitational radiation Experimental results Galaxies evolution Heavy ion scattering Transverse momentum missing-energy Beyond Standard Model Kinematics Numerical calculations ALICE Structure Cryogenics Galaxies active Cosmology observations Performance Neutrino oscillation Silicon Quantum chromodynamics Galaxies ISM Activity report P p scattering Bottom particle identification Surveys Accretion disks Galaxies clusters general MRI Turbulence Astrophysics Cavity Double-beta decay 0neutrino Channel cross section branching ratio upper limit Rapidity dependence Gravitation Data analysis method