function decompositionの例文
- Many statistical inference methods can be thought of as implementing a function decomposition process in the presence of noise; that is, where functional dependencies are only expected to hold " approximately ".
- Function Decomposition arguably yields insights about re-usability, such as if during the course of analysis, two functions produce the same type, it is likely that a common function / cross-cutting concern resides in both.
- On the applications side : quantum mechanics-- linear algebra; co-ordinate transformation locally-- linear algebra ( globally too, if it's flat ); basis function decompositions-- Fourier theory, Laplace theory, wavelets, functional analysis, orthogonal function theory-- all linear algebra.
