Degrees of Freedom

Degrees of freedom can mean:

  • Degrees of freedom (mechanics), independent displacements and/or rotations that specify the orientation of the body or system
  • Degrees of freedom (physics and chemistry), a term used in explaining dependence on parameters, or the dimensions of a phase space
  • Degrees of freedom (statistics), the number of values in the final calculation of a statistic that are free to vary

Other articles related to "degrees of freedom":

Bicycle And Motorcycle Dynamics - Lateral Dynamics - Lateral Motion Theory - Degrees of Freedom
... The number of degrees of freedom of a bike depends on the particular model being used ... bodies with knife edge wheels rolling on a flat smooth surface, has 7 degrees of freedom (configuration variables required to completely describe the location and orientation of all 4 bodies ... of the bike and the rotation of the wheels are ignored, the first five degrees of freedom can also be ignored, and the bike can be described by just ...
Mixed-design Analysis Of Variance - Degrees of Freedom
... In order to calculate the degrees of freedom for between-subjects effects, dfBS = R – 1, where R refers to the number of levels of between-subject groups ... In the case of the degrees of freedom for the between-subject effects error, dfBS(Error) = Nk – R, where Nk is equal to the number of participants, and again R is the ... To calculate the degrees of freedom for within-subject effects, dfWS = C – 1, where C is the number of within-subject tests ...

Famous quotes containing the words degrees of, freedom and/or degrees:

    Always the laws of light are the same, but the modes and degrees of seeing vary.
    Henry David Thoreau (1817–1862)

    Emancipation should make it possible for woman to be human in the truest sense. Everything within her that craves assertion and activity should reach its fullest expression; all artificial barriers should be broken, and the road towards greater freedom cleared of every trace of centuries of submission and slavery.
    Emma Goldman (1869–1940)

    How have I been able to live so long outside Nature without identifying myself with it? Everything lives, moves, everything corresponds; the magnetic rays, emanating either from myself or from others, cross the limitless chain of created things unimpeded; it is a transparent network that covers the world, and its slender threads communicate themselves by degrees to the planets and stars. Captive now upon earth, I commune with the chorus of the stars who share in my joys and sorrows.
    Gérard De Nerval (1808–1855)