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期刊详情
Applied and Computational Harmonic Analysis
IF
3.2
论文数
125
被引数
3886
相关解读
0
订阅
期刊论文
125
相关解读
0
期刊论文
125
发表时间
发表时间
IF
被引数
Beyond sparse denoising in frames: minimax estimation conjecture with a scattering transform
超越框架中的稀疏去噪:基于散射变换的最小最大估计猜想
Applied and Computational Harmonic Analysis
IF
3.2
2026-10-16
0
PRE
AI
Nathanaël Cuvelle–Magar; Stéphane Mallat
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Tensor Density Estimator by Convolution-Deconvolution
卷积-反卷积张量密度估计器
Applied and Computational Harmonic Analysis
IF
3.2
2026-10-08
0
PRE
AI
Yifan Peng; Siyao Yang; Yuehaw Khoo; Daren Wang
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Minimax Lower Bounds for Amplitude-Based Phase Retrieval
基于幅度估计的相位恢复问题的极小极大下界
Applied and Computational Harmonic Analysis
IF
3.2
2026-10-02
0
PRE
AI
Qiran Huang; Yi Shen; Yijun Zhong
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High-dimensional sparse recovery from function samples – Decoders, guarantees and instance optimality
从函数样本中恢复高维稀疏信号——解码器、保证和实例最优性
Applied and Computational Harmonic Analysis
IF
3.2
2026-10-01
0
OA
AI
Moritz Moeller; Sebastian Neumayer; Kateryna Pozharska; Tizian Sommerfeld; Tino Ullrich
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Eigenvector distributions and optimal shrinkage estimators for large covariance and precision matrices
大协方差矩阵和精度矩阵的特征向量分布与最优收缩估计量
Applied and Computational Harmonic Analysis
IF
3.2
2026-09-30
0
PRE
AI
Xiucai Ding; Yun Li; Fan Yang
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Uncertainty quantification for sparse Fourier recovery
稀疏傅里叶恢复的不确定性量化
Applied and Computational Harmonic Analysis
IF
3.2
2026-09-29
0
PRE
AI
Frederik Hoppe; Felix Krahmer; Claudio Mayrink Verdun; Marion I. Menzel; Holger Rauhut
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On a Conjecture about Schauder-Basis Properties of the Daubechies Wavelet Packets
关于Daubechies小波包的Schauder基性质的猜想
Applied and Computational Harmonic Analysis
IF
3.2
2026-09-26
0
PRE
AI
Morten Nielsen
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Uncertainty principles as a tool for STFT phase retrieval
短时傅里叶变换相位恢复中的不确定性原理作为工具
Applied and Computational Harmonic Analysis
IF
3.2
2026-09-24
0
PRE
AI
David Bartusel
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Towards optimal algorithms for the recovery of low-dimensional models with linear rates
针对具有线性收敛率的低维模型恢复的最优算法
Applied and Computational Harmonic Analysis
IF
3.2
2026-09-17
0
PRE
AI
Yann Traonmilin; Jean-François Aujol; Antoine Guennec
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A deep learning framework for multi-operator learning: Architectures and approximation theory
多算子学习深度学习框架:架构与逼近理论
Applied and Computational Harmonic Analysis
IF
3.2
2026-09-07
0
PRE
AI
Adrien Weihs; Jingmin Sun; Zecheng Zhang; Hayden Schaeffer
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Noisy phase retrieval from subgaussian measurements
从亚高斯测量中恢复噪声相位
Applied and Computational Harmonic Analysis
IF
3.2
2026-09-05
0
PRE
AI
Haiyang Peng; Deren Han; Linbin Li; Meng Huang
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Matrix discrepancy for representations of finite groups
有限群表示的矩阵分歧
Applied and Computational Harmonic Analysis
IF
3.2
2026-09-03
0
OA
AI
Afonso S. Bandeira; Helmut Bölcskei
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A compositional kernel model for feature learning
用于特征学习的成分核模型
Applied and Computational Harmonic Analysis
IF
3.2
2026-09-01
0
PRE
AI
Ruan, Feng; Liu, Keli; Jordan, Michael
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Playing with time: Dilation and time encoding
玩转时间:膨胀与时序编码
Applied and Computational Harmonic Analysis
IF
3.2
2026-09-01
0
OA
AI
Hilton, Marek; Dragotti, Pier Luigi
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Generalization error curves for analytic spectral algorithms under power-law decay
幂律衰减下解析谱算法的泛化误差曲线
Applied and Computational Harmonic Analysis
IF
3.2
2026-08-26
0
PRE
AI
Yicheng Li; Weiye Gan; Zuoqiang Shi; Qian Lin
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Constraints for stable sampling on the sphere
球面上的稳定采样约束
Applied and Computational Harmonic Analysis
IF
3.2
2026-08-25
0
OA
AI
Martin Ehler; Karlheinz Gröchenig
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Provable orbit recovery over
SO
(3) from the non-uniform second moment
从非均匀二阶矩对SO(3)上的轨道进行可证明恢复
Applied and Computational Harmonic Analysis
IF
3.2
2026-08-03
0
PRE
AI
Tamir Bendory; Dan Edidin; Josh Katz; Shay Kreymer; Nir Sharon
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Improved convergence rate of kNN graph Laplacians: Differentiable self-tuned affinity
改进kNN图拉普拉斯算子的收敛率:可微自调节亲和度
Applied and Computational Harmonic Analysis
IF
3.2
2026-08-01
0
PRE
AI
Cheng, Xiuyuan; Tan, Yixuan; Wu, Nan
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Universal frame set for rational functions
有理函数的通用框架集
Applied and Computational Harmonic Analysis
IF
3.2
2026-08-01
0
PRE
AI
Semenov, Andrei, V
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Pursuing the limit of chirp parameter identifiability: A computational approach
探索啁啾参数可辨识性的极限:一种计算方法
Applied and Computational Harmonic Analysis
IF
3.2
2026-08-01
0
PRE
AI
Yang, Zai; Ge, Sikai; Wang, Wenlong
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