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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.

168,932 papers · 148 categories

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3.4%6.9%10.3%13.8% · Jun 201919922001200920172026
48 results for Architectural Bias

Study reveals how neural network architectures bias their learning based on feature directions.

problem Understanding how neural network architectures bias their learning based on feature directions.
method Defined neural anisotropy directions (NADs) to encapsulate the directional inductive bias of architectures and provided an efficient method to identify them.
result NADs characterize the features used by CNNs to discriminate between different classes for the CIFAR-10 dataset.

Local convolutions bias neural networks towards high-frequency adversarial examples.

problem High-frequency adversarial examples in neural networks.
method Analysis of different linear and nonlinear architectures, focusing on the impact of local convolution operations.
result Local convolutions induce an implicit bias towards high frequency features, leading to high-frequency adversarial examples.

New neural nets respect triangle inequality, improving graph and reinforcement learning performance.

problem Neural nets lack inductive bias for certain subadditive distances.
method Introduced novel architectures that universally approximate norm-induced metrics.
result Neural nets with triangle inequality inductive bias outperform existing approaches.

A new method uses algebraic insights to create approximately equivariant networks without complex architectures.

problem Designing equivariant neural networks with complex architectures and high computational cost.
method Imposes the group's regular representation as an inductive bias via an auxiliary loss, adding no learnable parameters.
result Matches or outperforms specialized models in several cases, even for infinite groups.

DNF-Net tackles tabular data challenges with neural architecture.

problem Handling tabular data efficiently using neural networks.
method DNF-Net uses a neural architecture with inductive bias corresponding to logical Boolean formulas in disjunctive normal form over affine soft-threshold decision terms.
result DNF-Net significantly outperforms fully connected networks on tabular data.

In high dimensional settings, density estimation algorithms rely crucially on their inductive bias. Despite recent empirical success, the inductive bias of deep generative models is not well understood. In this paper we propose a framework to systematically investigate bias and generalization in deep generative models …

2018-11-08abs ↗pdf ↗

This research secures deployed sentiment analysis models by identifying and defending against attack vectors.

problem Securing deployed machine learning models, particularly sentiment analysis systems, from adversarial attacks.
method BAD (Build, Attack, Defend) Architecture, evaluating two implementations.
result Demonstrated a viable methodology for securing machine learning models in production.

Paper addresses quantization bias in neural networks, proposing a simple method to improve performance.

problem Quantization bias causes performance degradation in low-precision neural networks.
method Compensating for quantization-induced shift by adding a constant to the bias term.
result Simple methods for estimating correction constants can match training-based quantization performance at lower cost.

CNNs can develop blind spots due to uneven padding in feature maps.

problem Spatial bias in convolutional networks leads to blind spots in certain tasks.
method Identified and analyzed the role of padding in convolutional networks, proposing solutions to mitigate bias.
result Mitigating spatial bias improves model accuracy, especially in tasks like small object detection.

Transformers are less sensitive to input perturbations compared to other models.

problem Understanding the inductive biases of transformers and distinguishing them from other architectures.
method Identified token-wise sensitivity as a metric to explain transformers' inductive biases across different data modalities.
result Transformers have lower sensitivity than MLPs, CNNs, ConvMixers, and LSTMs, across vision and language tasks.

Geometric framework explains and controls implicit bias in machine learning.

problem Understanding and controlling the selection of solutions in overparameterized models.
method Developed a theoretical and constructive framework based on geometric corrections induced by gradient noise and continuous symmetries of the loss.
result Computed the induced bias across various architectures and enabled inverse design to shape the bias.

This paper analyzes implicit bias in Deep Linear Discriminant Analysis.

problem The implicit bias of Deep Linear Discriminant Analysis.
method Analyzing gradient flow on a L-layer diagonal linear network.
result Under balanced initialization, the network transforms additive updates into multiplicative updates, conserving the (2/L) quasi-norm.

The paper connects neural collapse and low-rank bias in networks with L2 regularization.

problem Understanding the emergence of low-rank bias and neural collapse in L2-regularized networks.
method Unified theoretical framework linking TCV and rank of weight matrices, proving global optimality of DNC1, and establishing a benign landscape property.
result Zero TCV across intermediate layers minimizes representation cost under natural architectural constraints, and DNC1 is globally optimal.

Differentiable NAS frameworks grow networks wider and deeper, revealing biases in wiring evolution.

problem Understanding the evolution of neural architecture wiring in differentiable NAS methods.
method Unified view on searching algorithms, local cost minimization, empirical and theoretical analyses.
result Implicit inductive biases cause observed searching patterns in differentiable NAS methods.

Research has shown that widely used deep neural networks are vulnerable to carefully crafted adversarial perturbations. Moreover, these adversarial perturbations often transfer across models. We hypothesize that adversarial weakness is composed of three sources of bias: architecture, dataset, and random initialization.…

2018-12-04abs ↗pdf ↗

New model reduces matrix factorization bias, yielding truly low-rank solutions.

problem Gradient descent's implicit bias in matrix factorization.
method Introducing a new factorization model with constrained factors and diagonal components.
result The new model consistently exhibits a strong implicit bias, yielding truly low-rank solutions.

FANNet analyzes noise tolerance and training bias in neural networks.

problem Low noise tolerance and input sensitivity in neural networks lead to failures on unseen inputs.
method Formal analysis using model checking under different noise ranges.
result Noise tolerance of ±11%\pm 11\% for the trained network, sensitive input nodes identified, and biasness confirmed.

Study detects and explains positional bias in financial LLMs.

problem Positional bias in financial decision-making using LLMs.
method Unified framework and benchmark for detecting and quantifying bias in Qwen2.5 models.
result Positional bias is pervasive, scale-sensitive, and resurfaces under nuanced prompt designs.

Neural networks exhibit unimodal variance with model complexity, improving generalization.

problem The classical bias-variance trade-off does not apply to neural networks, leading to better generalization with larger models.
method Measured bias and variance of neural networks, confirmed empirically and theoretically.
result Neural networks show unimodal variance, leading to a double descent risk curve.

SGD and weight decay encourage neural networks to learn low-rank weight matrices.

problem The bias of SGD towards low-rank weight matrices in neural networks.
method The study investigates the effect of SGD and weight decay on the rank of weight matrices in neural networks, both theoretically and empirically.
result Training with SGD and weight decay induces a bias towards rank minimization in weight matrices, which becomes more pronounced with smaller batch sizes and stronger weight decay.

Graph data sets often contain isomorphism bias, artificially inflating model performance.

problem Isomorphism bias in graph data sets causing inflated model performance.
method Analysis of 54 graph data sets, recommendations for model setup, open sourcing new data sets.
result Graph data sets commonly contain isomorphism bias, artificially inflating model performance.

This work explains how CNNs benefit from prior knowledge and proposes a training protocol to leverage this advantage.

problem Understanding the benefits of architectural bias in CNNs and translating this advantage to FCNs.
method Introducing a method to map CNNs to FCNs, testing a new training protocol, and observing improved performance.
result The proposed training protocol can improve FCN performance by combining prior information from CNNs and the expressivity of FCNs.

GIBLy adds geometric priors to 3D segmentation models, improving performance with minimal overhead.

problem Lack of explicit geometric information in 3D semantic segmentation models.
method Introduces GIBLy, a lightweight geometric inductive bias layer that integrates learnable geometric priors into existing 3D segmentation pipelines.
result Consistent performance gains across multiple benchmarks, including up to +11.5% mIoU on TS40K with PTV3.

Gradient-trained shallow networks can generalize well but are vulnerable to small-radius adversarial attacks.

problem Adversarial robustness of gradient-trained shallow networks.
method Analysis of neuron alignment and polynomial ReLU activation.
result Gradient-trained shallow networks with polynomial ReLU activation are robust to small-radius adversarial attacks.

New method reduces bias in neural networks using Wasserstein-2 regularization.

problem Reduces bias in neural network classifiers, especially in image analysis.
method Introduces a Wasserstein-2 regularization term to neural network loss function.
result Improves accuracy and fairness in predictions across different subgroups.

Abstractor enhances Transformers for relational reasoning, improving sample efficiency and performance.

problem Improving sample efficiency and performance in relational tasks.
method Introduces Abstractor module with relational cross-attention to enable explicit relational reasoning.
result Dramatic improvements in sample efficiency and performance on various relational tasks.

Study reveals biases in gradient descent for GLNs, improving neural network performance.

problem Understanding and improving the inductive biases of deep neural networks.
method Derive infinite-time training limit of gated linear networks and generalize to other networks.
result Theoretical framework captures key inductive biases of ReLU networks.

New insights into bias and variance in over-parameterized models.

problem Understanding bias and variance in over-parameterized models.
method Analytic expressions derived from statistical physics for two minimal models.
result Over-parameterized models can overfit even in noiseless conditions.

Pruning FCNs reveals sub-networks that match CNNs' performance.

problem Understanding the inductive bias of pruning in neural networks.
method Iterative magnitude pruning of a simple FCN followed by analysis of the resulting architecture.
result Pruned FCNs exhibit key features of CNNs, suggesting new architectural biases.

A neural framework corrects bias in estimating individual treatment effects.

problem Estimating individual treatment effects from observational data.
method An anchored neural architecture and precision-corrected intersection-bound inference.
result Corrected bias and maintained nominal coverage in high-dimensional settings.

Convolutional networks can denoise images without training data.

problem Denoising and regularization of images without labeled data.
method Exploiting the structural bias of convolutional generators through gradient descent.
result Early-stopped gradient descent denoises/regularizes images effectively.

Bias-free CNNs outperform biased ones in blind image denoising.

problem Deep learning methods often require bias terms, leading to overfitting and poor performance outside training noise levels.
method Developed a bias-free convolutional neural network architecture by removing additive constant terms in every layer, including batch normalization.
result Bias-free CNNs generalize robustly across noise levels, preserving state-of-the-art performance within the training range.

New proof links initial class bias to DNN trainability, challenging traditional understanding.

problem Understanding the initial class bias in DNNs and its impact on trainability.
method Theoretical proof linking initial class bias to mean field theories of DNNs.
result Efficient learning is connected to a network's prejudice towards a specific class, contradicting traditional understanding.

Study evaluates bias mitigation methods in deep learning, finds they often exploit hidden biases.

problem Deep learning systems learn biases, affecting performance on minority groups.
method Improved evaluation protocol, new dataset, robustness across different tuning distributions.
result Bias mitigation methods often exploit hidden biases, are not robust to multiple forms of bias, and are sensitive to tuning set choice.

Neural networks predict TED Talk ratings from transcripts, removing bias.

problem Predicting public speaking performance from speech transcripts.
method Causal diagram modeling, word sequence and dependency tree based neural networks.
result Average F-score of 0.77, significantly outperforming baseline methods.

New framework explains neural network bias in solving differential equations.

problem Understanding and controlling the bias in PINNs for differential equations.
method Deriving an integro-differential equation from PINNs and GPR equivalence.
result PINN predictions are influenced by a kernel term reflecting architecture choices.

Study the inductive bias of neural networks using neural tangent kernels.

problem Understanding the generalization properties of over-parameterized neural networks.
method Analysis of the neural tangent kernel and its corresponding function space (RKHS).
result Stability properties of functions with finite norm, including stability to image deformations in convolutional networks.