Lorentz space

Lorentz space, in mathematics, a function space named after the American mathematician George G. Lorentz.

In mathematical analysis, Lorentz spaces, introduced by George Lorentz in the 1950s, are generalisations of the more familiar L spaces.

This form shows that the moment that p is more negative than 4 times the mass of the particle in the loop, which happens in a physical region of Lorentz space, the integral has a cut.

The Lorentz spaces are denoted by L. Like the L spaces, they are characterized by a norm (technically a quasinorm) that encodes information about the "size" of a function, just as the L norm does.