indicator function sentence in Hindi
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- In cases where the Cesaro limit does not exist this function can actually be defined as the Banach limit of the indicator functions, which is an extension of this limit.
- Now generalize the concept of set indicator function by releasing the constraint that the values are 0 and 1 only and allow the values 2, 3, 4 and so on.
- Let " x i " be the set membership indicator function for feature " f i "; then the above can be rewritten as an optimization problem:
- Where I ( . ) is the indicator function, H _ m is the homography transformation from I _ 0 to I _ m, and \ epsilon is the threshold.
- In higher dimensions, the derivative naturally generalises to the inward normal derivative, while the Heaviside step function naturally generalises to the indicator function of some domain " D ".
- Where \ Pr ( A \ mid \ Sigma ) denotes the conditional expectation of the indicator function of the event A, \ chi _ A, given the sigma algebra \ Sigma.
- This means 2 ?! 1 ( since indicator functions are Riemann-integrable ), and 1 ?! 2 for " f " being an indicator function of an interval.
- This means 2 ?! 1 ( since indicator functions are Riemann-integrable ), and 1 ?! 2 for " f " being an indicator function of an interval.
- Thus, the softmax function can be used to construct a weighted average that behaves as a smooth function ( which can be conveniently differentiated, etc . ) and which approximates the indicator function
- This may be achieved by choosing " S " randomly, or by choosing the indicator function of " S " to be the concatenation of all finite binary sequences.
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