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subject of this article supposed to be the analogue of Minkowski space with a different base field instead of the real numbers or is it supposed to be an...

the Minkowski vectors. For example: A time-like interval is a description of the space-time distance between two events. In such calculations, space and...

converges to zero where P(A,ε) is the packing number. For general sets, the Hausdorff dimension is at most the Minkowski dimension which is at most the packing...

"Minkowski’s theorem" file can be renamed as "Minkowski’s theorem (geometry of numbers)" file since the is another well known theorem of Minkowski on...

since the Minkowski plane is a slice through Minkowski space (flat spacetime). "Split-complex number" is in my opinion a terrible, confusing name that...

unusual for terms to be used alternately for the vector space or the affine space: Minkowski space is an example specialization of the pseudo-Euclidean case...

Shapley–Folkman lemma suggests that if the number of summed sets exceeds the dimension of the vector space, then their Minkowski sum is approximately convex. The...

Euclidean (and Riemannian) spaces, paths of (locally) stationary length are (locally) shortest paths. But the same is not true in Minkowski spacetime. Timelike...

in the GRT calculation for the twin scenario in Minkowski space-time is a field with straight space-time geometry.--Cleonis | Talk 13:52, 5 January 2006...

stuff about thinking about Minkowski space as a Lorentzian manifold versus thinking about it as real inner product space will be very confusing to students...

and analytically. As for importance, Minkowski is rarely mentioned by name, what is mentioned is the Minkowski space. Loom91 18:19, 29 September 2007 (UTC)...

Not, repeat, not the odd statement that scalar field theories in general are defined in Minkowski space. (That was so wrong-minded I tried to stick in...

semidirect sum) of the homogeneous Lorentz group × the Translation group of Minkowski-space. This means, it is represented by a split short exact sequence of these...

various names) than the octonions. Anyway by what crazy logic does super Minkowski space belong here but not the biquaternion algebra? 4. This I just don't...

concreteness. ("Another example is Q(z), the smallest field containing the rationals and some complex number z.") What is the problem with z=1 and a trivial...

By "Minkowski space, where rotations correspond to motions of hyperbolic spaces", do you mean something like: "Rotations in a Minkowski space act on...

of the symmetric bilinearform g. Raising and lowering are used for minkowski space, too. If there is any expert who could do this, many thanks in advance...

definition coupled with present definition of time makes our space-time to be Minkowski space and makes special relativity theory to be absolutely correct...

spacetime or Minkowski space. This is about a space of four spatial dimensions. Minkowski's fourth dimension is time-like rather than space-like in physics...

paths in space and time so once you get SR you get quantum field theory. Dypteran 10:31, 29 September 2007 (UTC) Someone keeps removing Minkowski's statements...