Physics & Applied Mathematics
Single Blind
Bimonthly
19% acceptance rate
Peer Review
Single Blind
OA Type
Subscription OA
Acceptance
19%
Time to Decision
12 weeks
Frequency
Bimonthly
Impact Factor (2023)
2.1
H-index (2023)
44
About This Journal
Physics & Applied Mathematics (PAM) is a rigorous, subscription-based journal dedicated to original research in theoretical and experimental physics and the mathematical methods that underpin them. Published by Springer Academic, PAM has a long-standing reputation for landmark results in quantum mechanics, condensed matter physics, statistical physics, and field theory. The journal also covers fluid dynamics, elasticity, numerical analysis, and dynamical systems.
Aims & Scope
PAM publishes original research and reviews across physics and applied mathematics:
• Quantum mechanics and quantum field theory: non-perturbative methods, quantum information, quantum gravity
• Condensed matter physics: superconductivity, strongly correlated electron systems, topological phases
• Statistical mechanics: phase transitions, critical phenomena, and non-equilibrium systems
• High-energy and particle physics: Standard Model extensions and lattice QCD
• Mathematical methods for physics: group theory, differential geometry, functional analysis
• Fluid dynamics and hydrodynamics: turbulence and complex fluids
• Elasticity and mechanics of solids: fracture mechanics and wave propagation
• Numerical analysis: finite element methods, spectral methods, and stochastic simulation
• Dynamical systems and chaos theory
• Quantum mechanics and quantum field theory: non-perturbative methods, quantum information, quantum gravity
• Condensed matter physics: superconductivity, strongly correlated electron systems, topological phases
• Statistical mechanics: phase transitions, critical phenomena, and non-equilibrium systems
• High-energy and particle physics: Standard Model extensions and lattice QCD
• Mathematical methods for physics: group theory, differential geometry, functional analysis
• Fluid dynamics and hydrodynamics: turbulence and complex fluids
• Elasticity and mechanics of solids: fracture mechanics and wave propagation
• Numerical analysis: finite element methods, spectral methods, and stochastic simulation
• Dynamical systems and chaos theory