Quantum Pulse Theory postulates that Plank’s quantum of energy constitutes a chain of more fundamental units of energy called pulsons. These fixed frequency entities have a fundamental wavelength that sets the lower bound of Plank’s Law and the upper bound of De Broglie’s matter wavelength. Einstein’s energy-momentum equation and the relativistic De Broglie’s matter wave equation can be quantized using simple integer counts of the number of pulsons in rest mass and kinetic energy chains.

While the quantized version of the energy-momentum equation provides identical results as Einstein’s classical version, the quantized version of the relativistic De Broglie’s matter wave equation shows a small deviation (shorter wavelengths) than the classical relativistic equation results at speeds approaching light speed which provides an opportunity to validate the accuracy of these new equations using an experiment outlined in the "Validation Experiment" section.

After reviewing this site and/or the downloaded PDF, I'd like to hear your comments regarding the postulates and quantized equations presented here. I am also open to collaborations with individuals or academic institutions that may help further develop these ideas. Feel free to contact me at bdnelson111@comcast.net.