most symmetric TOE

[AntonioLao]

Presently, there are three distinct invariance of symmetry as necessary requirements for formulating a physically conservative theory. These are (1) color charge invariance, (2) spin invariance, and (3) spacetime invariance. Quantum chromodynamics (QCD) partially satisfies (1) and (2). Quantum electrodynamics (QED) partially satisfies (2) and (3). General relativity (GR) partially satisfies only (3). A more symmetric TOE incorporating QCD, QED, and GR must satisfies the intersection of (1) and (3). A perfectly symmetrical theory must therefore completely satisfy (1), (2), and (3).

[dleviwing]

(1) and (2) are invariant by definition of the quantum gauge theories. Maybe if we view these properties as interactions of wave symmetry, they would not be so mysterious. Are you seeking a discussion on gauge theory symmetries? I normally don’t like to view gauge theories as physical realities, but I do like concepts of symmetries.

[mkirkpatrick]

Most symmetric toe,could easily be expressed as mind.will,motion,three to balance one,and one to balance three?



regards michael.

[AntonioLao]

but I do like concepts of symmetries.

A perfect symmetry is to do nothing since any changes could never be detected.

Most symmetric toe,could easily be expressed as mind.will,motion

How do we describe their existence and reality? Physics in its entirely is all about description of motion. While mind and will are discussed by philosophers and metaphysicists.

[dleviwing]

Antonio;
I like your sense of humor; it’s perfect symmetry.

[AntonioLao]

it’s perfect symmetry.

Seriously, all I ever heard about theoretical physics is to understand broken symmetry see http://en.wikipedia.org/wiki/Broken_symmetry