### Some articles on *lorentz, lorentz invariant, invariant*:

Alternatives To General Relativity - Early Theories, 1686 To 1916

... In 1900, Hendrik

... In 1900, Hendrik

**Lorentz**tried to explain gravity on the basis of his**Lorentz**ether theory and the Maxwell equations ... But**Lorentz**calculated that the value for the perihelion advance of Mercury was much too low ...**Lorentz**-invariant models (1905–1910) Based on the principle of relativity, Henri Poincaré (1905, 1906), Hermann Minkowski (1908), and Arnold Sommerfeld (1910) tried to modify Newton's theory ...Non-critical String Theory: Lorentz Invariance

... It represents a universal method to maintain explicit

... It represents a universal method to maintain explicit

**Lorentz**invariance in any quantum relativistic theory ...**Lorentz**transformations change the position of the world sheet with respect to these fixed planes, and they are followed by reparametrizations of ... On the quantum level the reparametrization group has anomaly, which appears also in**Lorentz**group and violates**Lorentz**invariance of the theory ...Gauge Fixing - Coulomb Gauge

... under gauge transformations and to demonstrate causality in the manifestly

... under gauge transformations and to demonstrate causality in the manifestly

**Lorentz**covariant Lorenz gauge described below ... The Coulomb gauge is not**Lorentz**covariant ... If a**Lorentz**transformation to a new inertial frame is carried out, a further gauge transformation has to be made to retain the Coulomb gauge condition ...Fermionic Field - Dirac Fields

... The energy factor is the result of having a

... The energy factor is the result of having a

**Lorentz invariant**integration measure ... the conjugate field defined, it is possible to construct**Lorentz invariant**quantities for fermionic fields ... This is because the general**Lorentz**transform on ψ is not unitary so the quantity would not be**invariant**under such transforms, so the inclusion of is to correct for this ...Schrödinger Equation - Properties - Galilean and Lorentz Transformations - Relativistic

... The

... The

**Lorentz**transformations are (slightly) more complicated than the Galilean ones, so the solutions to the Schrödinger equation are certainly not**Lorentz**... rather than the relativistic mass–energy relation This relativistic equation is**Lorentz invariant**... shows that the Schrödinger equation itself, not just the solutions, is not**Lorentz invariant**...Main Site Subjects

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