動く特異点
1. Movable singularityIn the theory of ordinary differential equations, a movable singularity is a point where the solution of the equation behaves badly and which is "movable" in the sense that its location depends on the initial conditions of the differential equation. Suppose we have an ordinary differential equation in the complex domain. Any given solution y(x) of this equation may well have singularities at various points (i.e.
Read “Movable singularity” on English Wikipedia
Read “動く特異点” on Japanese Wikipedia
Read “Movable singularity” on DBpedia
Read “Movable singularity” on English Wikipedia
Read “動く特異点” on Japanese Wikipedia
Read “Movable singularity” on DBpedia
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