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Minkowski space

R^{4}

with a weird dot product-like operation called the Minkowski inner product.

Because the Minkowski inner product product is not positive definite, the norm induced by an inner product is a norm, and the space is not a metric space strictly speaking.

The name given to this type of space is a pseudometric space.

 Table of contents 176
- Minkowski inner product link nosplit Minkowski space 18
  - Minkowski inner product matrix ( $η_{μ ν}$ ) link nosplit Minkowski inner product 121

Ancestors

Incoming links