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Discover LudwigExact(1)
Noticing that y, u ∈ C, we obtains y t ∈ C, which yields that H y t, u) ≤ 0. It follows from (A1) that 0 = H ( y t, y t ) ≤ t H ( y t, y ) + ( 1 - t ) H ( y t, x ^ ) ≤ t H ( y t, y ).
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