Barut, A. O. (Asim Orhan), 1926-1994
| Biographical Details: | Fyzik, vysokoškolský pedagog. |
|---|---|
| Alternative names: |
Asim Orhan Barut, 1926-1994 Orhan Barut, Asim, 1926-1994 Barut, Asim Orhan, 1926-1994 |
| Source: |
LC (Names) A. O. Barut: Electrodynamics and classical theory of fields and particles www(Concepts of Physics - An open-dialogue journal) |
| More info: |
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Detailed results >>
- A new approach to bound-state quantum electrodynamics-II : spectra of positronium, muonium and hydrogen
- A new realization of dynamical groups and factorization method
- A new relativistic Coulomb hamiltonian with 0(4) symmetry and a spinor realization of the dynamical group 0(4,2)
- A universal law for the increase of hadronic cross sections at high energies
- Algebraic treatment of second Pöschl-Teller, Morse-Rosen and Eckart equations
- Alpha decay as a weak interaction
- Angular distribution in electron-neutrino scattering and the anomalous magnetic moment of the neutrino
- Can we calculate the fundamental dimensionless constants of physics?
- Classical and quantum 'EPR'-spin correlations in the triplet state
- Classical model of the Dirac electron in curved space
- Classical relativistic scattering of two dyons
- Combining relativity and quantum mechanics : Schrödiger's interpretation of [psí]
- Conformal group - Schrödinger group - dynamical group : the maximal kinematical group of the massive Schrödinger particle
- Conformally-invariant massive and massless spinor equations.
- Conformally-invariant massive spinor equations.
- E = h[omega]
- Electron as a radiating and spinning dynamical system and discrete internal quantum systems
- Equivalence of the spinning superparticle descriptions with Grassmann variables or with c-number spinors
- Exact solution of spin (Rabi) precession, transmission and reflection in the Eckhart potential
- Exact solutions of the Dirac equation in spatially flat Robertson-Walker space-times
- Exact solutions of the Dirac equation in spatially nonflat Robertson-Walker space times.
- Excited states of Zitterbewegung
- Fermion states of a boson field
- Formulation of quantum dynamics in terms of generalized symmetries.
- The hydrogen atom as a relativistic elementary particle.
- The hydrogen atom as a relativistic elementary particle.
- Introduction of internal co-ordinates into the infinite-component Majorana equation
- Kaluza-Klein approach to the classical model of the Dirac electron
- Magnetic charges and strings as building blocks of hadrons : connection between electromagnetic and dual strings
- Neutrino magnetic moment and the solar neutrino problem
- Non-perturbative quantum electrodynamics without infinities
- On the covariance of two-fermion equation for quantum electrodynamics
- On the realization of current algebra commutation relations on the space of solutions of finite or infinite component wave equations
- Pair production in an electric field in a time-dependent gauge
- Passage of relativistic magnetic dipole moments through magnetic fields
- Path integral formulation of quantum electrodynamics from classical particle trajectories
- Path integral quantization of the magnetic top
- Path integration via Hamilton-Jacobi coordinates and applications to tunnelling
- QED in non-simply connected regions
- Quantization of the classical relativistic zitterbewegung in the Schrödinger picture
- Quantum-electrodynamics based on self-energy
- Quantum electrodynamics based on self-energy : spontaneous emission in cavities
- Quantum electrodynamics based on self-energy without second quantization: the Lamb shift and long-range Casimir-Polder van der Waals forces near boundaries
- Quantum theory of single events : localized de Broglie-Wavelets, Schrödinger waves and classical trajectories
- Reflection, transmission and spin rotation of Dirac neutrinos in magnetic fields
- Relation between the dual string and the dirac string
- Relativistic continuum-continuum transition amplitudes in a class of O(4,2) infinite multiplets
- Relativistic theory of spontaneous emission
- Relativistic theory of the lamb shift based on self energy
- Some unusual applications of Lie-algebra representations in quantum theory