Research
On-device research index

arXiv research

A locally-built, LLM-digested index of recent arXiv papers in quant finance, geometry/topology, and statistical ML — keyword search served straight from SQLite on this machine.

169,291 papers · 148 categories

Trend · papers per month

134268401535 · Jun 202019922001200920182026
48 results for Feature Map Recomputation

A new method reduces memory usage in neural networks by 36-81%.

problem Minimizing memory usage in neural networks during backpropagation.
method Formalized as a graph theory problem, uses dynamic programming to minimize computational overhead.
result Reduces peak memory consumption by 36-81% on various networks.

ACP-UCB1 ranks arms based on upper-tail performance, improving stochastic bandit algorithms.

problem Stochastic bandit algorithms often favor arms with strong upper-tail performance, which is not well-addressed by classical mean-reward criteria.
method ACP-UCB1 combines an adaptive conformal estimate of the upper endpoint with a UCB-type optimism bonus.
result ACP-UCB1 achieves logarithmic upper-quantile regret with per-arm contribution \(O( icefrac{\log n}{Δ_j^{\mathrm{ACP}}})\).

New ODE solvers improve training efficiency and accuracy.

problem Training Neural ODEs requires efficient and accurate gradient calculation.
method Presented algebraically reversible ODE solvers that are time and memory efficient, calculate exact gradients, and are numerically stable.
result Reversible solvers strictly improve upon previous architectures in efficiency and accuracy.

iCVI-ARTMAP accelerates clustering with adaptive resonance theory and validity indices.

problem Improving clustering efficiency and accuracy using adaptive resonance theory.
method Integrates adaptive resonance theory (ARTMAP) with incremental cluster validity indices (iCVIs) for clustering.
result Significantly reduces clustering time and outperforms other methods on synthetic and real-world data.

Quantum machine learning models can approximate any continuous function.

problem Theoretical understanding of quantum feature maps in machine learning.
method Proving universal approximation property of quantum machine learning models in quantum-enhanced feature spaces.
result Quantum machine learning models are universal approximators of continuous functions.

Unified feature maps for graph kernels improve efficiency without sacrificing accuracy.

problem Efficiently applying non-linear kernel methods to large-scale graph data.
method Constructing feature maps for graph kernels, analyzing feasibility, and proposing algorithms.
result Explicit feature maps can achieve similar accuracy to kernel trick methods but with significantly reduced computation time.

We analyze random feature maps for high-dimensional data using spectral methods.

problem Understanding the spectrum of random feature maps for high-dimensional data.
method We use concentration phenomena from random matrix theory to analyze the Gram matrix of random feature maps for Gaussian mixture models.
result Our results provide insights into the interplay between nonlinearity and data statistics.

This paper proposes an online knowledge distillation method that transfers feature map information in addition to class probabilities.

problem Previous online knowledge distillation methods only utilized class probabilities, missing feature map information.
method Adversarial training framework to transfer feature map information; multiple networks trained simultaneously with discriminators.
result Our method performs better than direct alignment methods and is more suitable for online distillation.

A new Gaussian process framework uses neural feature maps for scalable, accurate inference.

problem Efficient and accurate Gaussian process inference for diverse data types.
method Neural feature maps to construct expressive kernels, with theoretical guarantees and practical scalability.
result The approach outperforms existing methods in accuracy and efficiency across various data modalities.

RFSVM with random features achieves faster learning rates.

problem Improving the learning rate of SVM with random features.
method Support Vector Machine with NmN\ll m random features, optimized feature map, and reweighted feature selection.
result RFSVM achieves faster learning rates than O(1/m)O(1/\sqrt{m}) under low noise assumptions.

Improves machine learning models by incorporating physical laws into feature maps.

problem Lack of model interpretability in classical machine learning approaches.
method Physics-informed feature maps constructed from physical laws and dimensional analysis.
result Enhanced model interpretability and potential discovery of new physical equations.

Improves neural network mapping functionality using latent feature generation.

problem Improving neural network performance in visual recognition tasks.
method Reversible learning for generating and learning latent features.
result The proposed method outperforms existing state-of-the-art methods in visual recognition.

New feature mapping approach improves recommendation accuracy and explainability.

problem Balancing recommendation accuracy and explainability using metadata.
method Maps uninterpretable features to interpretable aspect features, minimizing both prediction and interpretation losses.
result Strong performance in recommendation and explainability, eliminating metadata need.

Lower bound proves ridgeless regression performs poorly near interpolation threshold.

problem Proving performance of ridgeless regression near interpolation threshold.
method Distribution-independent lower bound for mean squared error in noisy ridgeless linear regression.
result Lower bound implies ridgeless regression performs poorly near interpolation threshold.

We propose different schemes for option hedging when asset returns are modeled using a general class of GARCH models. More specifically, we implement local risk minimization and a minimum variance hedge approximation based on an extended Girsanov principle that generalizes Duan's (1995) delta hedge. Since the minimal m…

2012-09-26abs ↗pdf ↗

Paper proposes an efficient RL algorithm for discounted MDPs using feature mapping.

problem Efficient reinforcement learning for large state and action spaces.
method Uses feature mapping to represent states and actions in a low-dimensional space, proposing a novel algorithm with polynomial regret bound.
result Achieves a O(dT/(1γ)2)O(d\sqrt{T}/(1-γ)^2) regret bound, near-optimal up to a (1γ)0.5(1-γ)^{-0.5} factor.

A planning mechanism improves sequence-to-sequence model performance.

problem Improving sequence-to-sequence model performance for tasks like translation and graph analysis.
method Developed a model that plans ahead using attention and differentiable operations.
result Outperforms strong baselines on character-level translation, graph analysis, and question generation.

Paper explores Polya's characterization of positive-definite kernels and random feature maps.

problem Characterizing positive-definite kernels and their random feature maps.
method Study Polya's criterion and derive novel kernels; compare random Fourier and binning feature maps.
result Random binning feature map yields a closer Euclidean inner product to the kernel.

Sensitivity Maps improve HSIC for better interpretability and scalability.

problem High computational cost and lack of interpretability in HSIC.
method Introduce Sensitivity Maps (SMs) for HSIC, approximate kernels using random features, and provide convergence bounds.
result RHSIC and SMs efficiently approximate HSIC and provide scalable solutions.

Method learns feature map between source and target domains for high-dimensional regression with missing features.

problem High-dimensional regression with differing feature sets in target and source domains.
method First learns a feature map between missing and observed features using source data, then imputes missing features in target domain, and performs two-step transfer learning for penalized regression.
result Developed upper bounds on estimation and prediction errors for HTL, showing dependence on model complexity, sample size, feature map quality, and domain differences.

Kernel approximation using randomized feature maps has recently gained a lot of interest. In this work, we identify that previous approaches for polynomial kernel approximation create maps that are rank deficient, and therefore do not utilize the capacity of the projected feature space effectively. To address this chal…

2013-12-17abs ↗pdf ↗

Novel approach uses neural networks to enhance CI testing for feature selection.

problem Challenges in implementing Markov blanket feature selection due to CI testing limitations.
method Two-step approach: feature mapping followed by CI testing using kk-NN.
result The method boosts CI testing performance, leading to improved feature selection.

The paper develops a method to select features from multiple kernels for efficient risk minimization.

problem Identifying promising features leading to satisfactory out-of-sample performance in nonlinear kernel approximation.
method A greedy selection process using a correlation metric to choose features from multiple kernels.
result An out-of-sample error bound capturing trade-offs between approximation and spectral errors, showing poly-logarithmic scaling with data.