github.com/maxim-s-barabash/ZebraTrace
maxim-s-barabash/ZebraTrace
Bitmap to Vector Conversion. Woodcut, guilloche, halftone effects (⭐ 154)
arxiv.org/abs/1809.06663v1
Support Vector Machine (SVM) Recognition Approach adapted to Individual and Touc…
This paper aims at developing an automatic algorithm for moth recognition from trap images in real-world conditions. This method uses our previous work for detection [1] and introduces an adapted classification step. More precisely, SVM classifier is...
arxiv.org/abs/2510.01957v2
Numerical tests of formulae for volume enclosed by flux surfaces of integrable m…
Numerical tests of volume formulae are presented to compute efficiently the volume enclosed between flux surfaces for integrable 3D vector fields with various degrees of symmetry. In the process, a new case is proposed and tested....
arxiv.org/abs/1901.07656v1
Attenuating Bias in Word Vectors
Word vector representations are well developed tools for various NLP and Machine Learning tasks and are known to retain significant semantic and syntactic structure of languages. But they are prone to carrying and amplifying bias which can perpetrate...
arxiv.org/abs/math/0406527v1
Monomial ideals and the Scarf complex for coherent systems in reliability theory
A certain type of integer grid, called here an echelon grid, is an object found both in coherent systems whose components have a finite or countable number of levels and in algebraic geometry. If α=(α_1,...,α_d) is an integer vector representing...
arxiv.org/abs/math-ph/0009038v2
Singular lagrangians: some geometric structures along the Legendre map
New geometric structures that relate the lagrangian and hamiltonian formalisms defined upon a singular lagrangian are presented. Several vector fields are constructed in velocity space that give new and precise answers to several topics like the pr...
arxiv.org/abs/1501.03299v2
On Küchle manifolds with Picard number greater than 1
We describe the geometry of Küchle varieties (i.e. Fano 4-folds of index 1 contained in the Grassmannians as zero loci of equivariant vector bundles) with Picard number greater than 1 and the structure of their derived categories....
en.wikipedia.org/wiki/K-means_clustering
K-means clustering - Wikipedia
k-means clustering is a method of vector quantization, originally from signal processing, that aims to partition n observations into k clusters in which
arxiv.org/abs/2512.17967v1
Memelang: An Axial Grammar for LLM-Generated Vector-Relational Queries
Structured generation for LLM tool use highlights the value of compact DSL intermediate representations (IRs) that can be emitted directly and parsed deterministically. This paper introduces axial grammar: linear token sequences that recover multi-di...
www.bing.com/ck/a?!&&p=8d6f3726c42b3bbb683c477fa17901d201e3fb55a48bbd07bf7fd22673868567JmltdHM9MTc3Mjg0MTYwMA&ptn=3&ver=2&hsh=4&fclid=1a2e100c-a527-64a6-31de-0719a4d465d0&u=a1aHR0cHM6Ly93d3cubGFuZ2Zsb3cub3JnLw&ntb=1
Langflow | Low-code AI builder for agentic and RAG applications
Langflow is a powerful tool to build and deploy AI agents and MCP servers. It comes with batteries included and supports all major LLMs, vector databases and a growing library of AI tools.
arxiv.org/abs/2201.06799v2
Pistol: Pupil Invisible Supportive Tool to extract Pupil, Iris, Eye Opening, Eye…
This paper describes a feature extraction and gaze estimation software, named \textit{Pistol} that can be used with Pupil Invisible projects and other eye trackers in the future. In offline mode, our software extracts multiple features from the eye i...
arxiv.org/abs/2004.00364v1
Investigations of electroweak symmetry breaking mechanism for Higgs boson decays…
Models with extended Higgs boson sectors are of prime importance for investigating the mechanism of electroweak symmetry breaking for Higgs decays into four fermions and for Higgs-production in association with a vector bosons. In the framework of th...
arxiv.org/abs/2212.05313v1
A compartmental model for Xylella fastidiosa diseases with explicit vector seaso…
The bacterium Xylella fastidiosa (Xf) is mainly transmitted by the spittlebug, Philaenus spumarius, in Europe, where it has caused significant economic damage to olive and almond trees. Understanding the factors that determine disease dynamics in pat...
github.com/klb3713/sentence2vec
klb3713/sentence2vec
Tools for mapping a sentence with arbitrary length to vector space (⭐ 663)
arxiv.org/abs/2308.09297v1
NAPA-VQ: Neighborhood Aware Prototype Augmentation with Vector Quantization for…
Catastrophic forgetting; the loss of old knowledge upon acquiring new knowledge, is a pitfall faced by deep neural networks in real-world applications. Many prevailing solutions to this problem rely on storing exemplars (previously encountered data),...
arxiv.org/abs/2105.03449v1
Smoothness of non-reductive fixed point sets and cohomology of non-reductive GIT…
We establish a method for calculating the Poincaré series of moduli spaces constructed as quotients of smooth varieties by suitable non-reductive group actions; examples of such moduli spaces include moduli spaces of unstable vector or Higgs bundles...
stackoverflow.com/questions/63641742/how-can-i-automate-creation-of-a-list-of-vectors-containing-simulated-data-from
How can I automate creation of a list of vectors containing simulated data from…
Tags: r, list, for-loop, vector, random | Score: 0
arxiv.org/abs/1804.01260v2
Nonemptiness and smoothness of twisted Brill-Noether loci
Let $V$ be a vector bundle over a smooth curve $C$. In this paper, we study twisted Brill--Noether loci parametrising stable bundles $E$ of rank $n$ and degree $e$ with the property that $h^0 (C, V \otimes E) \ge k$. We prove that, under conditions s...
arxiv.org/abs/math/0507414v4
Thom isomorphism and Push-forward map in twisted K-theory
We establish the Thom isomorphism in twisted K-theory for any real vector bundle and develop the push-forward map in twisted K-theory for any differentiable proper map $f: X\to Y$ (not necessarily K-oriented). The push-forward map generalizes the p...
arxiv.org/abs/1010.2991v3
A Note on Touching Cones and Faces
We study touching cones of a (not necessarily closed) convex set in a finitedimensional real Euclidean vector space and we draw relationships to other concepts in Convex Geometry. Exposed faces correspond to normal cones by an antitone lattice isomor...