reproducing kernel Hilbert space
Hilbert space of functions in which point evaluation is a continuous linear functional
Facts
6 properties- Subclass of
- Hilbert space, function space[1][2]
- Short name
- RKHS[4]
- Defining formula
- \begin{aligned}&H\subset\mathbb R^X\\&\forall x\in X\exists K_x\in H\forall v\in H\colon v(x)=\langle K_x,v\rangle\end{aligned}
- Described by source
- The Elements of Statistical Learning[3]
- Maintained by WikiProject
- WikiProject Mathematics[7]
🏷️ Also known as
en reproducing kernel
en reproducing kernel Hilbert space
en reproducing-kernel Hilbert space
en RKHS
fr espace de Hilbert à noyau reproduisant
fr noyau reproduisant
ja 再生核
ja 再生核ヒルベルト空間
ko 재생핵 힐베르트 공간
pl przestrzeń Hilberta z jądrem reprodukującym
ru гильбертово пространство с воспроизводящим ядром
tr doğuran çekirdekli Hilbert uzayı
tr Doğuran çekirdekli hilbert uzayı
uk Гільбертів простір з відтворювальним ядром
zh RKHS
zh 再生核Hilbert空间
zh 再生核希尔伯特空间
zh 重建核希尔伯特空间
zh-hant 再生核希爾伯特空間
zh-hant 重建核希爾伯特空間
🔖 Identifiers · 6
🔗 Connections
Studied by 2
Subclass of 2
Maintained by WikiProject 1
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