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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.

169,341 papers · 148 categories

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4080119159 · May 202619922001200920182026
48 results for finger position

Deep neural network predicts finger counting and numerosity estimation.

problem Developing a model for predicting finger counting and numerosity estimation.
method The model is trained in an unsupervised manner using RBMs or autoencoders, then supervised. Finger counting positions are also generated.
result The model shows similarities to human subitizing behavior and confirms the importance of unsupervised training.

FINGER computes von Neumann graph entropy efficiently for online graph sequence analysis.

problem Efficiently compute von Neumann graph entropy for online graph sequence analysis.
method Fast Incremental von Neumann Graph Entropy (FINGER) framework.
result FINGER reduces VNGE computation complexity from cubic to linear.

Study knot diagrams on a sphere without vertical lines, focusing on minimal crossings.

problem Understanding minimal crossings of knot diagrams on a punctured sphere.
method Mathematical model of string figures using knot diagrams on xyzxyz-space with missing vertical lines, analyzing minimal crossings under Reidemeister moves.
result Minimal number of crossings of knot diagrams on a punctured sphere.

We report analytical results for the development of the viscous fingering instability in a cylindrical Hele-Shaw cell of radius a and thickness b. We derive a generalized version of Darcy's law in such cylindrical background, and find it recovers the usual Darcy's law for flow in flat, rectangular cells, with correctio…

2002-01-31abs ↗pdf ↗

Positive definite operator-valued kernels generalize the well-known notion of reproducing kernels, and are naturally adapted to multi-output learning situations. This paper addresses the problem of learning a finite linear combination of infinite-dimensional operator-valued kernels which are suitable for extending func…

2012-03-07abs ↗pdf ↗

Method tracks finger movements to render shapes on display devices.

problem Designing touchless user interfaces for electronic devices.
method Leap Motion controller tracks finger movements, analyzes trajectories, and uses HMM for gesture recognition.
result Method achieves 92.87% accuracy in rendering shapes on display devices.

Method estimates fingertip forces, torques, and curvatures from fingernail images.

problem Estimating fingertip forces and curvatures in various contact scenarios.
method Deformation and color distribution analysis of fingernail images using neural networks.
result High accuracy in predicting fingertip forces, torques, and curvatures.

Construction of (colored) knot polynomials for double-fat graphs is further generalized to the case when "fingers" and "propagators" are substituting R-matrices in arbitrary closed braids with m-strands. Original version of arXiv:1504.00371 corresponds to the case m=2, and our generalizations sheds additional light on …

2015-06-01abs ↗pdf ↗

Link concordance equals homotopy for high-dimensional spheres.

problem Understanding when immersions of high-dimensional spheres are homotopically trivial.
method Developed stratified Morse theory for generic immersions, using gradient-like vector fields and Cerf theory.
result Every link of high-dimensional spheres is homotopically trivial, resolving a long-standing conjecture.

Paper explores deep learning for translating motor imagery to robotic grasp synthesis.

problem Challenges in equipping machines with the ability to grasp objects based on sensory information.
method Investigates deep conditional generative models for learning integrated object-action representations.
result Demonstrates the capacity of generative models to capture and generate multimodal, multi-finger grasp configurations.

This paper starts a systematic description of colored knot polynomials, beginning from the first non-(anti)symmetric representation R=[2,1]. The project involves several steps: (i) parametrization of big families of knots a la arXiv:1506.00339, (ii) evaluating Racah/mixing matrices for various numbers of strands in var…

2015-08-12abs ↗pdf ↗

Let X be a finite 2-complex with unfree fundamental group. We prove lower bounds for the area of a metric on X, in terms of the square of the least length of a noncontractible loop in X. We thus establish a uniform systolic inequality for all unfree 2-complexes. Our inequality improves the constant in M. Gromov's inequ…

2006-02-01abs ↗pdf ↗

Paper monitors population migration across China weekly using Didi data.

problem Lack of timely data on population migration across China.
method Developed a monitoring system leveraging Didi's positioning data.
result Timely detection of population migration from community to provincial scale.

The paper develops GPR models for hyperelastic materials, improving accuracy and rotational invariance.

problem Modeling stress tensors of hyperelastic materials with fewer training examples and higher accuracy.
method Developed three approaches: direct stress tensor modeling, embedding rotational invariance, and recovering strain-energy density.
result Improved GPR models achieve higher accuracy and rotational invariance with fewer training examples.

Method learns gestures from touch devices, outperforming state of the art.

problem Automatic gesture recognition on touch devices with multi-user variability.
method Dynamic sampling, convolutional model, recurrent vs. convolutional features.
result Outperforms state of the art on MMG dataset.

ARCHER counters bias in HER to improve sample efficiency in RL.

problem Sample inefficiency in deep RL due to biased replay buffer experiences.
method ARCHER extends HER with aggressive hindsight rewards to counter bias.
result ARCHER increases sample efficiency in RL applications with limited computing budget.

Robotic manipulation learns synergies between pushing and grasping from scratch.

problem Discovering complex synergies between pushing and grasping for efficient robotic manipulation.
method Self-supervised deep reinforcement learning with two convolutional networks.
result System learns pushing and grasping motions that improve picking success rates and efficiency.

Paper proves existence of anisotropic dynamical horizons in gravitational collapse.

problem Existence of apparent horizons in gravitational collapse.
method Scale-critical hyperbolic method and non-perturbative elliptic techniques.
result Smooth and spacelike apparent horizons emerge from general initial data in gravitational collapse.

CUDA optimized neural network predicts HbA1c from joint mobility and anthropometrics.

problem Early detection and accurate diagnosis of diabetes.
method Parallelized neural network using CUDA and C++ on Nvidia GPUs.
result Achieved high accuracy (95.65% on training, 86.67% on testing for males; 97.73% on training, 66.67% on testing for females).

Resource-efficient oblique trees reduce neural signal classification costs.

problem Implementing efficient neural signal classifiers on resource-constrained devices.
method Integrating model compression, probabilistic routing, and cost-aware learning.
result Significant reduction in model size and feature extraction cost compared to state-of-the-art models.

AWAC combines offline and online data to accelerate RL learning.

problem Challenges in applying RL to real-world robotic control due to exploration and sample complexity.
method Combines sample-efficient dynamic programming with maximum likelihood policy updates.
result AWAC enables rapid learning of robotic skills with prior data and online experience.

The paper extends positivity results from vector bundles to Kobayashi positive ones.

problem Extending positivity results from vector bundles to Kobayashi positive ones.
method Using convexity of Kobayashi positive Finsler metrics and duality for convex Finsler metrics.
result The quotient and tensor product of Kobayashi positive vector bundles are also Kobayashi positive.

The study establishes conditions for positive and quasi-positive links.

problem Characterizing and testing positive and quasi-positive links.
method Proves necessary conditions for link concordance and positivity.
result Characterizes positive links with unlinking number 1 and 2, and tests positive links as closures of positive braids.

The paper defines new types of positivity and proves properties of Schur forms for vector bundles.

problem Defining and characterizing new types of positivity for vector bundles.
method Introducing and characterizing two types of strongly decomposable positivity, proving properties of Schur forms.
result Schur forms of strongly decomposable positive vector bundles are positive or weakly positive, answering a question of Griffiths.