proposition sentenceabout critical points and functional form

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Antoine Marie 2020-12-02 15:48:04 +01:00
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@ -204,6 +205,7 @@ Another class of singularities are branch points resulting from a multi-valued f
Critical points are singularities which lie on the real axis and where the nature of the function undergoes a sudden transition. Critical points are singularities which lie on the real axis and where the nature of the function undergoes a sudden transition.
However, these do not clearly belong to a given class of singularities and they cannot be rigorously classified as they have more complicated functional forms. However, these do not clearly belong to a given class of singularities and they cannot be rigorously classified as they have more complicated functional forms.
} }
\antoine{However, their complicated functional forms makes it difficult to know if they belong to a given class of singularities. Thus it is not clear if critical points can be sorted in one mathematical class of singularities or not. To the best of our knowledge, this question is still open.}
\titou{T2: I THINK THAT IN GENERAL THE AXE LABELS ARE TOO SMALL.} \titou{T2: I THINK THAT IN GENERAL THE AXE LABELS ARE TOO SMALL.}

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