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Title: Physics/Relativity/Special Relativity - Commutative Hypercomplex Special Relativity Einstein's special relativity is formulated in terms of 4-D commutative hypercomplex mathematics. The traditional results are obtained, but some additional effects are suggested.
Deriving_Relativistic_Momentum_and_Energy Expressions for momentum and energy of a relativistic particle may be derived from the composition law for velocities along one spatial dimension.

Deriving_Relativistic_Momentum_and_Energy__II_ The usual relativistic expressions for momentum and kinetic energy are generalized from the one-dimensional to the three-dimensional case.

E=mc² An article from the Wikipedia encyclopedia.

Imaginary_In_All_Directions There is a preferred algebra of quaternions and complex numbers that is ideally suited to express the equations of special relativity and classical electrodynamics. [PDF]

Nothing_but_Relativity There are many ways to derive the Lorentz transformation without invoking Einstein's constancy of light postulate. The path preferred in this paper restates a simple, established approach. [PDF]

Sagnac_Effect,_Twin_Paradox_and_Space-Time_Topology When viewed with an alternative synchronization convention, the Sagnac effect on a rotating disk is purely topological and the rim of the disk is essentially an inertial system.

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The_Twin_Paradox_in_a_Spatially_Closed_and_Bounded_Universe Spatially compact spacetimes break global Lorentz invariance and define absolute inertial frames of reference.

Wikipedia__Introduction_to_Special_Relativity Encyclopedia article giving a brief outline of the basic concepts of special relativity (including simple formulas).

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Einstein's

special

relativity

is

formulated

in

terms

of

4-D

commutative

hypercomplex

mathematics.

The

traditional

results

are

obtained,

but

some

additional

effects

are

suggested.

http://home.comcast.net/=257ecmdaven/special.htm

Commutative Hypercomplex Special Relativity 2008 December

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Einstein's special relativity is formulated in terms of 4-D commutative hypercomplex mathematics. The traditional results are obtained, but some additional effects are suggested.

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