Resources

The official Avatar website is the best source for material related to the Avatar Materials (and the Course that goes with them) or other writings and activities of Harry Palmer.

A good general resource for information about standard physics. This site is done in hypercard format by C. R. Nave of Georgia State University. It is quite accessible, easy to navigate, and has lots of good charts and examples. He also has HYPERMATH, which is accessible from the same site but seems not as richly elaborated.

This is the Wikipedia article on the Dirac Equation and the Dirac Current that led to Dirac’s successful prediction of the positron and the general notion of antimatter.

The ultimate nutrino page.

Roger Anderton's website with discussions of Boscovich, Whyte, and Baranski as unrecognized precursors and associates with Einstein in the work on a Unitary Field.

by Professor John G. Cramer.
Cramer also has many interesting articles on various aspects of modern physics.

This is Cramer's column "The Alternate View" that speculates on advanced subjects in physics for Analog SF magazine.

This is Dr. Robert Klauber's site for easing into quantum field theory.

This is Dr. Randall Whitaker's website about the works of George Spencer Brown and his Laws of Form. GSB designed a formal logic based on the notion of boundaries structuring forms. He called it Laws of Form. It is equivalent to Propositional Calculus, but has some neat features. His primitives "call" and "cross" give a sense of Avatar's create and discreate procedures.

These are the private diaries of Lancelot Law Whyte.

Check out this site if you are interested in exploring consciousness, reality, time, or good literature. Also if you find yourself high and dry in Vedaland with no place to go, well. . . . maybe it's time to turn on the creativity.

Here is a link to articles on the reciprocal system by Dewy Larson and others.

This is a wild site full of fascinating ideas and fun computer graphics by Dan Winter. Winter writes in a style that sounds like a Bucky Fuller talk done by James Joyce after reading Howl. You can skip the politics and focus on the geometry and mathematics. You can ponder the philosophy or explore the wonderful computer graphics, particularly on the subject of the geometry of the Golden Ratio PHI. Study the spiral graphics for deeper intuitive understanding of the fractal scaling and tunneling processes in physics. See my papers on (%) and its relation to PHI in the deep structure of physics.

This is Dan Winter's latest update to his research on Golden Ratio fractal geometry and physics. He shares information from a wide ranging group of scientists in various disciplines who have been working various aspects of this key component of what I call Observer Physics. This work leads to an elegant theory of gravity, applications in developing clean energy resources, and many other exciting directions. Check it out.

A website on topologival geometrodynamics by Matti Pitkanen

Here is a small sampling of Tom Bearden’s work. His original website contained a wealth of thought provoking discussions of important issues in physics as well as his research and development projects, but unfortunately is no longer active.

by Tracy R. Twyman

Here is an unusual novel about the origins of terrorism that takes off from a creative exploration of the Tarot and some principles of quantum physics.

Hestenes has posted many of his writings on the Internet but a good place to start learning about GA/GC is the Geometric Calculus R&D Home Page.

In this section of Hestene’s website you can find and download his numerous other explorations of the Dirac Equation, Zitterbewegung, and various aspects of the electron.

An essay by David Hestenes

Chris Doran of the Astrophysics Group, Cavendish Lab, Cambridge, UK, did his Ph.D. thesis on Geometric Algebra and its Application to Mathematical Physics. He and some other colleagues have formed the Cambridge University GA Research Group to study, apply, and write books and articles on GA and GC. You can check out their activities on this website.

Here is a long article by Chris Doran, Stephen Gull and Anthony Lasenby that contains an introduction to GA.

A book by Chris Doran and Anthony Lasenby