Template:ExponentialDistribution: Difference between revisions
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::<span class="texhtml">''f''(''t'') = λ''e''<sup> − λ''t''</sup></span> | ::<span class="texhtml">''f''(''t'') = λ''e''<sup> − λ''t''</sup></span> | ||
The exponential distribution and its characteristics are presented in detail in the [[The Exponential Distribution|Exponential Distribution]] | The exponential distribution and its characteristics are presented in detail in the chapter [[The Exponential Distribution|The Exponential Distribution]]. | ||
<br> | <br> |
Revision as of 20:11, 11 March 2012
The Exponential Distribution
The exponential distribution is commonly used for components or systems exhibiting a constant failure rate. It is defined in its most general case by:
- f(t) = λe − λ(t − γ)
with two parameters, namely λ and γ (this form is also known as the two-parameter exponential). If the location parameter, γ, is assumed to be zero, then the distribution becomes the one-parameter exponential or,
- f(t) = λe − λt
The exponential distribution and its characteristics are presented in detail in the chapter The Exponential Distribution.