Localized lasso for high-dimensional regression

M Yamada, T Koh, T Iwata… - Artificial Intelligence …, 2017 - proceedings.mlr.press
We introduce the localized Lasso, which learns models that both are interpretable and have
a high predictive power in problems with high dimensionality d and small sample size n …

Structurally regularized non-negative tensor factorization for spatio-temporal pattern discoveries

K Takeuchi, Y Kawahara, T Iwata - … 18–22, 2017, Proceedings, Part I 10, 2017 - Springer
Understanding spatio-temporal activities in a city is a typical problem of spatio-temporal data
analysis. For this analysis, tensor factorization methods have been widely applied for …

[HTML][HTML] Degrees of freedom in submodular regularization: A computational perspective of Stein's unbiased risk estimate

K Minami - Journal of Multivariate Analysis, 2020 - Elsevier
Degrees of freedom is a covariance penalty related to penalized model selection
procedures such as Mallows' C p and AIC. We study the degrees of freedom of two …

[PDF][PDF] Sparse network lasso for local high-dimensional regression

M Yamada, K Takeuchi, T Iwata, J Shawe-Taylor… - Mar, 2016 - researchgate.net
We introduce the sparse network lasso, which is suited for interpreting models in addition to
having high predicting power, for high dimensionality d and small sample size n types of …

Parametric Maxflows for Structured Sparse Learning with Convex Relaxations of Submodular Functions

Y Kawahara, Y Yamaguchi - arxiv preprint arxiv:1509.03946, 2015 - arxiv.org
The proximal problem for structured penalties obtained via convex relaxations of
submodular functions is known to be equivalent to minimizing separable convex functions …

[PDF][PDF] Statistical Learning with Structured Low-Dimensionality

南賢太郎 - (No Title), 2020 - repository.dl.itc.u-tokyo.ac.jp
A widely accepted principle in statistical learning is that a good estimator is obtained through
a good control of model complexity. Typically, low-complexity models are obtained as low …

Variational inference of penalized regression with submodular functions

K Takeuchi, Y Yoshida… - Uncertainty in Artificial …, 2020 - proceedings.mlr.press
Various regularizers inducing structured-sparsity are constructed as Lovász extensions of
submodular functions. In this paper, we consider a hierarchical probabilistic model of linear …

[PDF][PDF] Tensor Factorization for Heterogeneous and Spatio-temporal Data

K Takeuchi - 2019 - repository.kulib.kyoto-u.ac.jp
We observe various kinds of interesting events occurring in our daily lives, and try to
represent these events in a simple manner. A relational model is one of the de facto systems …

高階結合**則化による時空間変化パターン検出

竹内孝, 河原吉伸, 岩田具治 - 人工知能学会研究会資料 人工知能基本 …, 2016 - jstage.jst.go.jp
高階結合**則化による時空間変化パターン検出 Page 1 高階結合**則化による時空間変化パターン
検出 Structured regularizer for spatio-temporal matrix completion 竹内孝 1∗ 河原吉伸 2 岩田具 …

[PDF][PDF] Tensor Factorization for Heterogeneous and Spatio-temporal

K Takeuchi - Psychometrika, 1970 - scholar.archive.org
本論文は, 実世界で現れる異種混合的あるいは時空間的なつながりをもつ複雑な関係データを解析
し, 高精度での予測や有用な知見を得るための, テンソル分解にもとづく機械学習法についての研究 …