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Minkowski space
Minkowski space is a 4 dimensional real vector space with a non-degenerate pseudo-metric of signature $(-+++)$ .
More precisely, $M$ with a metric $g$ is a Minkowski space iff:
- $M$ is a 4 dimensional real vector space
- $g$ is a symmetric 2-covariant tensor (defines a quadratic form )
- $g$ is non-degenerate (i.e. $\forall {x\in M}, g(x,y) = 0 \implies y=0$ )
- the diagonalization of $g$ contains one negative and three positive diagonal entries 1.
Footnotes
- ... entries1
- this convention is sometimes reversed depending on notation
Minkowski space is owned by Cláudio Valente, Chi Woo.
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