absolute value distributionの例文

Another less common alternative to the standard DU is the absolute distribution uniformity, calculated by dividing the minimum depth applied to any point by the average of all samples.

Absolute energy distribution

Absolute and exchangeable value

Dewey's empiricist approach evinces absolute intrinsic value denial; i . e . not accepting intrinsic value as an inherent or enduring property of things. Absolute intrinsic value, on the o......

Dewey's empiricist approach evinces absolute intrinsic value denial; i . e . not accepting intrinsic value as an inherent or enduring property of things.

The hue represents the complex argument, the luminance represents the absolute value. In that case, the absolute value of the complex number is Rayleigh-distributed. Additionally, the abso......

The absolute value of a number is the non-negative number with the same magnitude.

From an analytic geometry point of view, the absolute value of a real number is that number's distance from zero along the real number line, and more generally the absolute value of the di......

If the points are labeled sequentially in the counterclockwise direction, the above determinant expressions are positive and the absolute value signs can be omitted. In the range : 0 the s......

The notes I'm working from begin by defining a non-Archimedean absolute value, which is a map from a commutative ring to the non-negative reals with the following 3 properties: Another the......

*PM : inequality with absolute values, id = 9225 new !-- WP guess : inequality with absolute values-- Status: *PM : inequality with absolute values, id = 9225 new !-- WP guess : inequality......

For complex numbers, the principal cube root is usually defined as the cube root that has the largest real part, or, equivalently, the cube root whose argument has the least absolute value......

Then, after calculating the squared absolute value of the Fourier spectrum, they calculate its average value by repeating this sampling process by a sufficiently large number of times. :To......

Ostrowski's theorem states that each trivial absolute value, or to one of the-adic absolute values for some prime. Each absolute value ( or metric ) leads to a different completion of . ( ......

Does the expected value of a probability distribution have a meaningful interpretation when there is just one draw from the distribution?

The unobserved terms are assumed to have an extreme value distribution. The alignment of unrelated sequences tends to produce optimal local alignment scores which follow an extreme value d......

Concomitant of order statistics ; extreme - value distribution laws ; weak convergence of distribution Evaluation of electrical endurance of electrical insulation systems ; part 2 : evalua......

A generalised extreme value distribution for minima can be obtained, for example by substituting ( & minus; " x " ) for " x " in the distribution function, and subtracting from one : this ......

The Gumbel distribution is a particular case of the generalized extreme value distribution ( also known as the Fisher-Tippett distribution ). For AMS data, the analysis may partly rely on ......

The unobserved terms are assumed to have an extreme value distribution. The alignment of unrelated sequences tends to produce optimal local alignment scores which follow an extreme value d......

Rolf Nevanlinna's most important mathematical achievement is the " value distribution theory " of meromorphic functions. Nevanlinna's value distribution theory or Nevanlinna theory is crys......

He extended the theory developed by Paul Vojta ( an analogy of the Nevanlinna theory, part of the value distribution theory of holomorphic functions, to diophantine geometry ) and applied ......

However, it did not consider the value of distribution. where m is the median value of distribution and n is the sample size. However, it did not consider the value of distribution . [ 12 ......

Fit For an Autopsy's most recent album, named " Absolute Hope Absolute Hell ", was released on October 2, 2015.

:The Cumulative distribution function of the Normal distribution does not exist as an elementary function. The same integral with finite limits is closely related both to the error functio......