Cantor tipi kümelerde düzgün fonksiyonların Banach uzayında baz bulunması

We construct Schauder bases in the spaces of continuous functions $C^p(K)$ and in the Whitney spaces $\mathcal{E}^p(K)$ where $K$ is a Cantor-type set. Here different Cantor-type sets are considered. In the construction, local Taylor expansions of functions are used. Also we show that the Schauder basis which we constructed in the space $C^p(K)$, is conditional.