indicator function वाक्य
उदाहरण वाक्य
मोबाइल
- Here the indicator function \ mathbb { I } ( \ tau emphasizes that the penalty is exercised only when ruin occurs.
- While Ye developed this indicator function, Bingham and Sitter were working on clarification of resolution and aberration for robust parameter designs.
- The limit, where the ( smooth ) bump function approaches the indicator function, must then be put outside of the integral.
- In 2006, Leoppky, Bingham, and Sitter published the extended word-length pattern and indicator function for robust parameter designs.
- When p ( 1 \ mid x ) \ ne 0.5, which matches that of the 0 1 indicator function.
- It remains to assume that the integral criterion holds for indicator functions and prove that it holds for general Riemann-integrable functions as well.
- Even if a simple function can be written in many ways as a linear combination of indicator functions, the integral is always the same.
- By breaking up the function into its constant value parts, this reduces to the case in which is the indicator function of a set.
- The set of all indicator functions on X can be identified with \ mathcal { P } ( X ), the power set of X.
- The two views of automata are equivalent : the function that the automaton computes is precisely the indicator function of the set of strings it generates.
- Let be the set membership indicator function for feature, so that indicates presence and indicates absence of the feature in the globally optimal feature set.
- Where \ chi is the indicator function of A . Depending on where \ mu is declared to take values, we get two different outcomes.
- So one can integrate a simple function by factoring out the constants and considering the measure of the sets on which each indicator function is 1.
- If we consider those functions as indicator functions on sets, C ^ 0 ( f ) can be thought of as a complexity class of sets.
- To see that this is so, let the objective function of the optimization problem be the indicator function of the constraints pertaining to the satisficing problem.
- Although seemingly ill-defined, derivatives of the indicator function can formally be defined using the integrations by parts when it appears under an integral sign.
- Found the largest known gap between the two quantities by considering a function that is the indicator function for the property of being an isolated triangle-free graph.
- Such a vector then represents an element of the power set of " Q "; its just an indicator function on " Q ".
- At the implementation level, we define for each feature i an Indicator Function I _ i indicating whether the feature is present in the current solution or not.
- An indicator function of a bounded set is Riemann-integrable if and only if the set is measure-theoretically as the integral with respect to the Jordan measure.
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