### Some articles on *gaussian, inverse, inverse gaussian*:

Feynman Diagram - Path Integral Formulation - Spin 1/2; "Photons" and "Ghosts" - Spin 1/2: Grassmann Integrals

... determinant or Pfaffian which defines the new type of

... determinant or Pfaffian which defines the new type of

**Gaussian**integration appropriate for Fermi fields ... analogous to the Bosonic path integration formula for a**Gaussian**integral of a complex Bosonic field So that the propagator is the**inverse**of the matrix in the quadratic ... The propagator is still the**inverse**of the quadratic part ...Generalized

... The

**Inverse Gaussian**Distribution - Special Cases... The

**inverse Gaussian**and gamma distributions are special cases of the generalized**inverse Gaussian**distribution for p = -1/2 and b = 0, respectively ... Specifically, an**inverse Gaussian**distribution of the form is a GIG with, and ... Other special cases include the**inverse**-gamma distribution, for a=0, and the hyperbolic distribution, for p=0 ...Rademacher Distribution - Related Distributions

... F Fermi–Dirac folded normal Fréchet Gamma generalized

... F Fermi–Dirac folded normal Fréchet Gamma generalized

**inverse Gaussian**half-logistic half-normal Hotelling's T-squared hyper-exponential hypoexponential**inverse**chi-squared (scaled**inverse**chi-squa ...Maxwell Speed Distribution - Averages

... F Fermi–Dirac folded normal Fréchet Gamma generalized

... F Fermi–Dirac folded normal Fréchet Gamma generalized

**inverse Gaussian**half-logistic half-normal Hotelling's T-squared hyper-exponential hypoexponential**inverse**chi-squared (scaled**inverse**chi-squa ...Generalised Hyperbolic Distribution - Related Distributions

... has a normal-

... has a normal-

**inverse Gaussian**distribution (NIG) ... normal-**inverse**chi-squared distribution normal-**inverse**gamma distribution (NI) has a variance-gamma distribution ... folded normal Fréchet Gamma generalized**inverse Gaussian**half-logistic half-normal Hotelling's T-squared hyper-exponential hypoexponential**inverse**chi-squared (scal ...### Famous quotes containing the word inverse:

“The quality of moral behaviour varies in *inverse* ratio to the number of human beings involved.”

—Aldous Huxley (1894–1963)

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