Stochastic electrodynamics

Summary

• Stochastic electrodynamics (SED) is a theory that attempts to derive quantum mechanics to provide a local realist explanation of numerous phenomena including inertia, gravity and the radiation paradox of the Bohr model of the atom in terms of a fluctuating electromagnetic field associated with zero-point energy. This field consists of a superposition of random waves of all frequencies and phases in all directions, with a power spectrum proportional to the cube of frequency, up to a very high frequency cutoff on the order of Planck time (presumed to be due to quark interactions).

Similar Topics

• Quantum electrodynamics
• Electrodynamics
• Galilean Electrodynamics
• Dynamic stochastic economics
• P-form electrodynamics
• Stochastic resonance
• Stochastic process
• Stochastic programming
• Stochastic rounding
• Stochastic calculus

Related Topics

• All Directions
• Bohr model
• Electromagnetic field
• High frequency
• Planck time
• Quantum mechanics
• The Cube
• The Order
• To Be
• Up to
• Very high frequency
• Zero Point

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