github.com/hackedteam/vector-silent
hackedteam/vector-silent
Silent installer (⭐ 30)
arxiv.org/abs/1904.05684v1
Range convergence monotonicity for vector measures and range monotonicity of the…
We prove that the range of sequence of vector measures converging widely satisfies a weak lower semicontinuity property, that the convergence of the range implies the strict convergence (convergence of the total variation) and that the strict converg...
arxiv.org/abs/2204.04075v2
Hyper-holomorphic connections on vector bundles on hyper-Kähler manifolds
We study infinitesimal deformations of autodual and hyper-holomorphic connections on complex vector bundles on hyper-Kähler manifolds of arbitrary dimension. In particular, we describe the DG Lie algebra controlling this deformation problem. Moreove...
arxiv.org/abs/math/9806022v2
Concrete representation of martingales
Let (f_n) be a mean zero vector valued martingale sequence. Then there exist vector valued functions (d_n) from [0,1]^n such that int_0^1 d_n(x_1,...,x_n) dx_n = 0 for almost all x_1,...,x_{n-1}, and such that the law of (f_n) is the same as the la...
arxiv.org/abs/2411.06404v5
MA-DV2F: A Multi-Agent Navigation Framework using Dynamic Velocity Vector Field
In this paper we propose MA-DV2F: Multi-Agent Dynamic Velocity Vector Field. It is a framework for simultaneously controlling a group of vehicles in challenging environments. DV2F is generated for each vehicle independently and provides a map of refe...
arxiv.org/abs/1409.3701v1
Holomorphic vector bundles on Kähler manifolds and totally geodesic foliations o…
In this Note we establish a relation between sections in globally generated holomorphic vector bundles on Kähler manifolds, isotropic with respect to a non-degenerate quadratic form, and totally geodesic foliations on Euclidean open domains. We find...
arxiv.org/abs/math/9605233v1
Prehomogeneous vector spaces and field extensions II
The purpose of the paper is to prove an analogous correspondence for the above prehomogeneous vector space (1)-(3). For case (1) the correspondence is bijective. However, it turns out that the correspondence is not bijective for cases (2), (3). We...
arxiv.org/abs/math/9605231v1
Prehomogeneous vector spaces, Eisenstein series, and invariant theory
In this paper, we give an introduction to the rationality of the equivariant Morse stratification, and state the author's results on zeta functions of prehomogeneous vector spaces....
arxiv.org/abs/math/9605219v1
Prehomogeneous vector spaces and ergodic theory I
This is part one of a series of papers. In this series of papers, we consider problems analogous to the Oppenheim conjecture from the viewpoint of prehomogeneous vector spaces....
arxiv.org/abs/math/9708209v1
A remark on the regularity of prehomogeneous vector spaces
In this note, we prove that if $(G,V)$ is a prehomogeneous vector space over any field $k$ such that the stabilizer of a generic point is reductive, the set of semi-stable points is a single orbit over the separable closure of $k$....
arxiv.org/abs/math/9408212v1
On the convergence of the zeta function for certain prehomogeneous vector spaces
Let (G,V) be an irreducible prehomogeneous vector space defined over a number field k, P in k[V] a relative invariant polynomial, and X a rational character of G such that P(gx)=X(g)P(x). Let V_k^{ss}={x \in V_k such that P(x) is not equal to 0}. F...
arxiv.org/abs/math/9506219v1
On the Shintani zeta function for the space of binary tri-Hermitian forms
In this paper, we consider the most non-split parabolic D_4 type prehomogeneous vector space. The vector space is an analogue of the space of Hermitian forms. We determine the principal part of the zeta function....
stackoverflow.com/questions/61309102/how-to-add-objects-into-a-vector-using-data-from-text-file
How to add objects into a vector using data from text file
Tags: c++, text, fstream | Score: 0
arxiv.org/abs/2204.08678v2
Turning vector bundles
We define a turning of a rank-$2k$ vector bundle $E \to B$ to be a homotopy of bundle automorphisms $ψ_t$ from $\mathbb{Id}_E$, the identity of $E$, to $-\mathbb{Id}_E$, minus the identity, and call a pair $(E, ψ_t)$ a turned bundle. We investigate...
arxiv.org/abs/math/0509469v1
Lie superalgebra structures in H*(g; g)
On a given manifold M, the Nijenhuis bracket makes the superspace of vector-valued differential forms into a Lie superalgebra that can be interpreted as the centralizer of the exterior differential considered as a vector field on the supermanifold...
arxiv.org/abs/2109.03895v5
Free uniformly complete vector lattices
We define a free uniformly complete vector lattice over a set of generators and give its concrete representation as a space of continuous positively homogeneous functions....
arxiv.org/abs/2301.05136v2
Light vector meson photoproduction in ultraperipheral heavy ion collisions at th…
By using the Reggeometric Pomeron model for vector meson production which successfully describes the high energy lepton-nucleon data, we analyse the light meson production in ultra-peripheral heavy ion collisions at the Large Hadron Collider (LHC). T...
physics.stackexchange.com/questions/869644/why-would-the-normalisation-of-a-vector-with-2-complex-numbers-only-give-us-3-re
mathematics - Why would the normalisation of a vector with 2 complex numbers onl…
stackoverflow.com/questions/tagged/vector
Newest 'vector' Questions - Stack Overflow
stackoverflow.com/questions/79898396/errors-when-trying-to-optimize-a-vector-using-rtmb-and-optim
r - Errors when trying to optimize a vector using RTMB and optim - Stack Overflo…