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-$$
-\joined \let\labelstyle\textstyle
-\Graph{3cm,2}{3cm,4}
-\Line (0,0) (0,4) <{f(z,s)}
-\Line (0,4) (2,4) ^{H(z,t)}
-\Line (0,0) (2,0) _{*}
-\Line (2,0) (2,4)
-\Line (0,4) (2,2) _{\;\;H(z,0) = f(z,1)} \ro
-\endGraph
-\qquad\qquad
-H'(z,t,s) =
-\cases{f(z,2s/(2-t))& if $0\le 2s\le 2 - t$\cr
- \cr
- H(z,2s - 2 + t)& if $2 - t\le 2s\le 2$\cr}
-$$