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タグvc-dimension - これはページ1です - GeneraCodice
関数のセットのVC次元
https://www.generacodice.com/jp/articolo/2478305/関数のセットのvc次元
vc-dimension
cs.stackexchange
$ \ mathbb {r} $における閉鎖間隔の成長関数の理解
https://www.generacodice.com/jp/articolo/2478235/-mathbb-r-における閉鎖間隔の成長関数の理解
vc-dimension
cs.stackexchange
Classes of circle rims
https://www.generacodice.com/jp/articolo/2462721/classes-of-circle-rims
machine-learning
-
vc-dimension
cs.stackexchange
Uniform Deplicationに関する学習対PAC Learning.
https://www.generacodice.com/jp/articolo/2460639/uniform-deplicationに関する学習対pac-learning
randomness
-
learning-theory
-
vc-dimension
cs.stackexchange
Uniform Convergence and VC Theroy
https://www.generacodice.com/jp/articolo/2458846/uniform-convergence-and-vc-theroy
machine-learning
-
learning-theory
-
vc-dimension
cs.stackexchange
VC寸法が有限の場合、均一な収束の証明
https://www.generacodice.com/jp/articolo/2457778/vc寸法が有限の場合-均一な収束の証明
machine-learning
-
vc-dimension
cs.stackexchange
$ N $の多項式分類器のクラスのVC次元
https://www.generacodice.com/jp/articolo/2441816/-n-の多項式分類器のクラスのvc次元
learning-theory
-
vc-dimension
cs.stackexchange
How can the VC-dimension of Turing machine be finite?
https://www.generacodice.com/jp/articolo/1615524/how-can-the-vc-dimension-of-turing-machine-be-finite
turing-machines
-
computability
-
learning-theory
-
vc-dimension
cs.stackexchange
VC dimensions: Let ${x_1, \ldots, x_N}$ be $N$ labelled points on $\mathbb{R}$, then there exists a sinusoid that separates these points
https://www.generacodice.com/jp/articolo/1591729/vc-dimensions-let-x-1-ldots-x-n-be-n-labelled-points-on-mathbb-r-then-there-exists-a-sinusoid-that-separates-these-points
machine-learning
-
learning-theory
-
vc-dimension
cs.stackexchange
VC Dimension of Origin-Centered Circle
https://www.generacodice.com/jp/articolo/1589418/vc-dimension-of-origin-centered-circle
machine-learning
-
vc-dimension
cs.stackexchange
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