We proceed by giving proofs for the results given in Section 3. These proofs rely on Theorem 5.8, which means that for each set of examples we have to provide a containment function and verify the comparison principle for the corresponding set of Ha…
In this section, we shall prove Theorem 3.2 and 3.5. First, we recall the results for deterministic Skorohod problem in Saisho and Tanaka  and provide an estimate when the function w is α-Hölder continuous, α∈(0,1/2).
Dans cet appendice, nous regroupons des résultats sur l’induction cohomologique et les représentations standard dont nous avons besoin dans le corps de l’article. Nous suivons principalement [AV92].
Despite their widespread use in practice, the theoretical understanding of Random Forests is still incomplete. In this work, we show that the Mondrian Forest, originally introduced to provide an efficient online algorithm, leads to an algorithm that…
We consider now the general case for which T is not necessarily countable. Recall that we have defined the exponentially weighted measure ρEWA, a probability measure over T, by
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