The triangular distribution is also commonly used.
2.
He first considered the uniform distribution and then the discrete symmetric triangular distribution followed by the continuous symmetric triangle distribution.
3.
In some applications, the triangular distribution is used directly as an estimated probability distribution, rather than for the derivation of estimated statistics.
4.
When coefficients cannot logically be unboundedly large or small, then bounded distributions are often used, such as the S _ b or triangular distributions.
5.
Berger, Bernardo and Sun, in a 2009 paper defined a reference prior probability distribution that ( unlike Jeffreys prior ) exists for the asymmetric triangular distribution.
6.
In 2004, Brazilian probabilist of Russian origin Serguei Popov showed that stochastic Bulgarian solitaire spends " most " of its time in a " roughly " triangular distribution.
7.
Jeffreys prior may be difficult to obtain analytically, and for some cases it just doesn't exist ( even for simple distribution functions like the asymmetric triangular distribution ).
8.
The current profile in each element, actually the tail end of a sinusoidal standing wave, is approximately a triangular distribution declining from the feedpoint current to zero at the ends.
9.
Berger et al . also give a heuristic argument that Beta ( 1 / 2, 1 / 2 ) could indeed be the exact Berger-Bernardo-Sun reference prior for the asymmetric triangular distribution.
10.
As described, a range is an estimate of a maximum, most-likely ( or mode ) and minimum ( or Optimistic, Most-Likely, Pessimistic ) values that circumscribe a triangular distribution.
