トランスクリティカル分岐
1. Transcritical bifurcationIn bifurcation theory, a field within mathematics, a transcritical bifurcation is a particular kind of local bifurcation, meaning that it is characterized by an equilibrium having an eigenvalue whose real part passes through zero. A transcritical bifurcation is one in which a fixed point exists for all values of a parameter and is never destroyed. However, such a fixed point interchanges its stability with another fixed point as the parameter is varied. .
Read “Transcritical bifurcation” on English Wikipedia
Read “トランスクリティカル分岐” on Japanese Wikipedia
Read “Transcritical bifurcation” on DBpedia
Read “Transcritical bifurcation” on English Wikipedia
Read “トランスクリティカル分岐” on Japanese Wikipedia
Read “Transcritical bifurcation” on DBpedia
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