338 results for admits · 0.072s

arxiv.org/abs/0801.3139v2

Existence of broken Lefschetz fibrations

We prove that every closed oriented smooth 4-manifold X admits a broken Lefschetz fibration (aka singular Lefschetz fibration) over the 2-sphere. Given any closed orientable surface F of square zero in X, we can choose the fibration so that F is a...

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FedEx lost my laptop order (and admits it) and Dell says it was ...

Apr 5, 2024 · So how do I handle this?: My husband bought a new laptop for our son, shipped via FedEx. When it didn't appear the day it was supposed to, according to FedEx's tracking infor, we …

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BLAKEMASON - Samuel Model

MODEL INFORMATION : Straight, sexy, and so so defined! Need I say more? This is Samuel, another northern guy who is training to become a personal trainer... he admits that the gym is his life, from …

www.reddit.com/r/BaldursGate3/comments/1ci4f56/the_druids_are_bigger_dbags_then_kagha/

The druids are bigger dbags then Kagha

Kagha at least admits her faults if you get dialogue right plus she's being influenced by bad people. She is still a bad person and i will still gladly murder her but compared to The majority of the o...

arxiv.org/abs/1104.1326v2

On images of Mori dream spaces

The purpose of this paper is to study the geometry of images of morphisms from Mori dream spaces. First we prove that a variety which admits a surjective morphism from a Mori dream space is again a Mori dream space. Secondly we introduce a natural fa...

arxiv.org/abs/math/0108135v3

The bigger Brauer group is really big

I show that each etale n-cohomology class on noetherian schemes comes from a Cech cocycle, provided that any n-tuple of points admits an affine open neighborhood. Together with results of Raeburn and Taylor on the bigger Brauer group, this implies...

www.reddit.com/r/LoveIsBlindOnNetflix/comments/1g1bich/stephens_socials_are_absolutely_wild_right_now/

Stephen’s socials are absolutely wild right now

Also, he basically admits he went to the sleep test drunk just to max out his disability claims?...

arxiv.org/abs/1707.03700v2

The exact strength of the class forcing theorem

The class forcing theorem, which asserts that every class forcing notion $\mathbb{P}$ admits a forcing relation $\Vdash_{\mathbb{P}}$, that is, a relation satisfying the forcing relation recursion -- it follows that statements true in the correspondi...

arxiv.org/abs/2112.09846v1

Transfers on commutative group schemes

We prove that any commutative group scheme separated over a noetherian normal scheme admits a canonical structure of a presheaf with transfers, which is characterized by a simple condition on radicial transfers....

arxiv.org/abs/1502.06179v1

Cherry flow: physical measures and perturbation theory

In this article we consider Cherry flows on torus which have two singularities: a source and a saddle, and no periodic orbits. We show that every Cherry flow admits a unique physical measure, whose basin has full volume. This proves a conjecture give...

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Home - Rede Sarah

The SARAH International Center for Neurorehabilitation and Neurosciences, inaugurated in May 2009, is situated in Rio’s Barra da Tijuca and admits adults and children with acquired or congenital injury …

arxiv.org/abs/1606.00680v1

A note on Hardy's theorem

Hardy's theorem for the Riemann zeta-function $ζ(s)$ says that it admits infinitely many complex zeros on the line $\Re({s}) = \frac{1}{2}$. In this note, we give a simple proof of this statement which, to the best of our knowledge, is new....

arxiv.org/abs/2108.04404v1

On a parameterization of $(1,1)$-knots

A $(1,1)$-knot in the 3-sphere is a knot that admits a 1-bridge presentation with respect to a Heegaard torus in $\mathbb{S}^{3}$. A new parameterization of $(1,1)$-knots distinct from the classical ones is introduced. This parameterization is obtain...

arxiv.org/abs/1805.10925v3

On Mori chamber and stable base locus decompositions

The effective cone of a Mori dream space admits two wall-and-chamber decompositions called Mori chamber and stable base locus decompositions. In general the former is a non trivial refinement of the latter. We investigate, from both the geometrical a...

arxiv.org/abs/1601.05932v1

On the existence of smooth Cauchy steep time functions

A simple proof is given that every globally hyperbolic spacetime admits a smooth Cauchy steep time function. This result is useful in order to show that globally hyperbolic spacetimes can be isometrically embedded in Minkowski spacetimes and that the...