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[[File:CohcplotT.png|400px|right|thumb|Graphic of function [[cohc]] by (4) and sense of constants [[Fune]] and [[Wakame]] ]] ...r]], value of function [[cohc]] at its minimum [[Fune]] and singularity of function [[ArcCohc]] at the real axis;

<!--[[File:CohcplotT.png|400px|right|thumb|Graphic of function [[cohc]] and sense of constants [[Fune]] and [[Wakame]] ]]!--> The set of Sazae-san constants combines four constants, related to extrema and singularities of

'''Cosc'''\(=\)cosc is [[elementary function]] defined with and the name [[ArcCip]] of the inverse function had been suggested.

'''ArcCosc''' denoted aslo as '''acosc''' is [[inverse function]] of [[Cosc]] defined with ...ame [[ArcCip]] instead of '''ArcCosc'''. Then it happened that the inverse function of [[sinc]] has similar application (for antisymmetric mode);

'''Acosc1''' is the holomorphic continuation of function [[ArcCosc]] behind the cut line along the negative part of the real axis. In the text, this function appears with names ArcCosc1, or acosc1;

'''ArcSinc''' is [[inverse function of [[sinc]]. ArcSinc is denoted also as \(\mathrm{asinc}=\mathrm{sinc}^{-1} As usually, the name of the inverse function is created adding the prefix "Arc" or simply "a".

...ode at the [[guiding of atoms between absorbing walls]]. However, the same function describes that for any other kinds of waves. [[ArcCosc]], [[Cosc]], [[Sazae-san functions]], [[Guiding of waves between absorbing walls]]