Thanks to xbox, my friend and I were able to stay connected for 10 plus years despite him…
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What would you change to connect the Montgomerys to the PLL family tree?
It’s weird how they’re the only family not connected to the PLL family tree. Who would you want to get married/have kids so that the Montgomerys were connected to everyone else? I like Aria + J...
Optical drives are not appearing in windows and DVD/CD-ROM …
Jan 25, 2012 · They are connected to the IDE port on the mobo using a ribbon IDE cable. Not only do they not appear in Windows (and if I scan for them they are noted as not connected), but the device …
Formulating Connectedness in Security-Constrained Optimal Transmission Switching Problems
This paper focuses on the issue of network connectedness (NC) in security-constrained optimal transmission switching problems, which is complicated by branch contingencies and corrective line switching. Two criteria are firstly proposed with the prin...
Glauber-Sudarshan-type quantizations and their path integral representations for compact L…
In this paper, we consider an arbitrary irreducible unitary representation $(π_λ,V_λ)$ of a compact connected, simply connected semisimple Lie group $G$ with highest weight $λ$, and apply the idea of Daubechies--Klauder (1985) and Yamashita (2011...
On the Hierarchical Preconditioning of the PMCHWT Integral Equation on Simply and Multiply…
We present a hierarchical basis preconditioning strategy for the Poggio-Miller-Chang-Harrington-Wu-Tsai (PMCHWT) integral equation considering both simply and multiply connected geometries.To this end, we first consider the direct application of hier...
Positive scalar curvature and exotic structures on simply connected four manifolds
We address Gromov's band width inequality and Rosenberg's $S^1$-stability conjecture for simply connected smooth four manifolds. Both results are known to be false in dimension 4 due to counterexamples based on Seiberg-Witten invariants. Nevertheless...
On digital simply connected spaces and manifolds: a digital simply connected 3-manifold is…
In the framework of digital topology, we study structural and topological properties of digital n-dimensional manifolds. We introduce the notion of simple connectedness of a digital space and prove that if M and N are homotopy equivalent digital spac...
Acer Iconia Tab A100 not connected to XP
Tags: android-widget | Score: 1
Getting Error "Form submission canceled because the form is not connected"
Tags: javascript, jquery, google-chrome, jquery-1.7 | Score: 224
neural networks - Are fully connected layers necessary in a CNN ...
Aug 6, 2019 · A convolutional neural network (CNN) that does not have fully connected layers is called a fully convolutional network (FCN). See this answer for more info. An example of an FCN is the u-net, …
Deep Learning based Joint Precoder Design and Antenna Selection for Partially Connected Hy…
Efficient resource allocation with hybrid precoder design is essential for massive MIMO systems operating in millimeter wave (mmW) domain. Owing to a higher energy efficiency and a lower complexity of a partially connected hybrid architecture, in thi...
Open manifolds with non-homeomorphic positively curved souls
We extend two known existence results to simply connected manifolds with positive sectional curvature: we show that there exist pairs of simply connected positively-curved manifolds that are tangentially homotopy equivalent but not homeomorphic, and...
Definably compact groups definable in real closed fields.II
We continue the analysis of definably compact groups definable in a real closed field $\mathcal{R}$. In [3], we proved that for every definably compact definably connected semialgebraic group $G$ over $\mathcal{R}$ there are a connected $R$-algebraic...
A locally connected continuum without convergent sequences
We answer a question of Juhasz by constructing under CH an example of a locally connected continuum without nontrivial convergent sequences....
Decay to zero of matrix coefficients at Adjoint infinity
We prove that if a unitary representation of a connected Lie group has the property that no nonozero vector is fixed by any nontrival normal connected subgroup, then the matrix coefficients decay to zero at Adjoint-infinity....
Adams operations on twisted $K$-theory of compact Lie groups
In this paper, extending the results in \cite{F}, we compute Adams operations on twisted $K$-theory of connected, simply-connected and simple compact Lie groups $G$, in both equivariant and nonequivariant settings....
Aqua Computing: Coupling Computing and Communications
The authors introduce a new vision for providing computing services for connected devices. It is based on the key concept that future computing resources will be coupled with communication resources, for enhancing user experience of the connected use...
Graphs that do not contain a cycle with a node that has at least two neighbors on it
We recall several known results about minimally 2-connected graphs, and show that they all follow from a decomposition theorem. Starting from an analogy with critically 2-connected graphs, we give structural characterizations of the classes of graphs...
On smooth-group actions on reductive groups and spherical buildings
Let $k$ be a field, and suppose that $Γ$ is a smooth $k$-group that acts on a connected, reductive $k$-group $\widetilde G$. Let $G$ denote the maximal smooth, connected subgroup of the group of $Γ$-fixed points in $\widetilde G$. Under fairly gene...