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Zhenyu Liao

17 papers · 2018–2025 · 9 venues · across top CS/AI venues

Authors are matched by name, so researchers who share a name ("Yang Liu", "Wei Wang") appear as a single profile and their paper counts, venues and achievements are combined. How identity is handled.

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+3 more ↓ 🐣 Hot Topic Early Bird 🌍 Conference Polyglot · Silver 🏃 Academic Marathon · Sprint 🌉 Interdisciplinary Bridge · Silver 🗺️ Taxonomy Completionist (32)
💎 Century Club · Bronze ⚡ Prolific Year · Productive 🗃️ Keyword Collector (81)

Papers

ECC-SNN: Cost-Effective Edge-Cloud Collaboration for Spiking Neural Networks IJCAI 2025 Fundamental Bias in Inverting Random Sampling Matrices with Application to Sub-sampled Newton ICML 2025 The Breakdown of Gaussian Universality in Classification of High-dimensional Linear Factor Mixtures ICLR 2025 Deep Equilibrium Models are Almost Equivalent to Not-so-deep Explicit Models for High-dimensional Gaussian Mixtures ICML 2024 "Lossless" Compression of Deep Neural Networks: A High-dimensional Neural Tangent Kernel Approach NeurIPS 2022 Random matrices in service of ML footprint: ternary random features with no performance loss ICLR 2022 Hessian Eigenspectra of More Realistic Nonlinear Models NeurIPS 2021 Kernel regression in high dimensions: Refined analysis beyond double descent AISTATS 2021 Sparse Quantized Spectral Clustering ICLR 2021 Sparse sketches with small inversion bias COLT 2021 AdaBits: Neural Network Quantization With Adaptive Bit-Widths CVPR 2020 A random matrix analysis of random Fourier features: beyond the Gaussian kernel, a precise phase transition, and the corresponding double descent NeurIPS 2020 Complete Dictionary Learning via L4-Norm Maximization over the Orthogonal Group JMLR 2020 Precise expressions for random projections: Low-rank approximation and randomized Newton NeurIPS 2020 Regional Homogeneity: Towards Learning Transferable Universal Adversarial Perturbations Against Defenses ECCV 2020 On the Spectrum of Random Features Maps of High Dimensional Data ICML 2018 The Dynamics of Learning: A Random Matrix Approach ICML 2018