Irreducible Many-Body Casimir Energies (Theorems) M. Schaden QFEXT11 Irreducible Many-Body Casimir Energies of Intersecting Objects Euro. Phys. Lett. 94.
Quantum fields for Cosmology Anders Tranberg University of Stavanger In collaboration with Tommi Markkanen (Helsinki) JCAP 1211 (2012) 027 /arXiv: 1207:2179.
Q UANTUM M ECHANICS Is God in the Hamiltonian?.
Non-equilibrium physics Non-equilibrium physics in one dimension Igor Gornyi Москва Сентябрь 2012 Karlsruhe Institute of Technology.
November 23, 2004@Quantum Fields in the Era of Teraflop-Computing Thermal Properties of Hadrons: below and above the phase transition Masayuki Asakawa.
Boundary effects of electromagnetic vacuum fluctuations on charged particles Department of Physics National Dong Hwa University Da-Shin Lee Talk given.
The electromagnetic (EM) field serves as a model for particle fields = charge density, J = current density.
A Brief History Of Quantum Gravity (Notes) by librosparacuates.pdf
Energy
The Quantum Space-Time Juan Maldacena Institute for Advanced Study 25 th Solvay Conference October 2011.
Optical-latice state & process tomography (cont.) Discrimination of non-orthogonal states
Quantum Fields and Fundamental Geometry
