text stringlengths 1 2.26M |
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\section{Introduction}
One of the fundamental challenges in self-driving systems is the estimation of optical flow. Flow estimation provides information about the environment and the sensor's motion, leading to a temporal understanding of the world, which is vital for many robotics and vehicular applications, including... |
\section{Introduction}
The structure formation in the Universe is driven by mergers and accretion of small substructures into larger ones \citep[][]{white1978}, and these processes are still active at present. Nevertheless, a fraction of the structures present today could be relics of the primitive Universe. These sys... |
\section{Introduction}
\label{intro}
Genesis \cite{Creminelli:2010ba, Creminelli:2012my, Hinterbichler:2012fr, Hinterbichler:2012yn, Nishi:2015pta, Kobayashi:2015gga}
is an interesting non-singular alternative to, or completion of
inflationary
cosmology.
In this scenario, the Universe starts its expansion
from static... |
\section{Introduction}
\label{sec:intro}
Precision cosmology is all about extracting as much information as possible from cosmological observables with the dual aims of ever more accurate measurements of the parameters of the standard cosmological model, and searching for new parameters that may give clues to the fun... |
\section{Introduction}
A defensive alliance in an undirected graph is a set of vertices
with the property that each vertex has at least as many neighbours in the alliance
(including itself) as neighbours outside the alliance. In 2000, Kristiansen, Hedetniemi, and Hedetniemi \cite{kris}
introduced defensive, offensi... |
\section{Introduction}
\label{intro}
An increasing number of XUV and X-ray facilities based on Free Electron Laser (FEL) are planned.
Key elements of FEL radiation are the high peak brilliance that can be higher than $10^{30}\, photons \, s^{-1} \, mrad^{-2} \, mm^{-2} \, 0.1\%\, bandwidth$ and the short pulse duratio... |
\section{}
\subsection{}
\input{visGraph12x12.tex}
\end{document}
\section{Introduction}
\label{sec:Intro}
\input{tex/project_Introduction}
\section{Related Work}
\label{section-related-work}
\input{tex/project_related_work}
\section{Overview}
\label{section-overview}
\input{tex/project_Overview}
\sec... |
\section{Introduction} \label{sec:intro}
Drones or small unmanned aerial vehicles (UAVs) are becoming a promising solution for a wide range of civilian applications such as disaster recovery, traffic monitoring, and surveillance. Due to their high degree of freedom, and the ability to move autonomously to any hard-to-... |
\section{Introduction}
Quadratic optimization problems with orthogonality constraints constitute an important class of matrix optimization problems that have found applications in areas such as combinatorial optimization, data mining, dynamical systems, multivariate statistical analysis, and signal processing, just to... |
\section{Introduction}
As the global airline industry grows in size and volume, the complexity of airline scheduling problems increases significantly over time, despite the the advanced computational capacities available today.
In this work, we are interested in the crew pairing problem (CPP), one of the steps of cre... |
\section{Introduction}
Topologically ordered phases of matter are characterized not by local order
parameters but by their pattern of long-range entanglement.
Concretely,
from the scaling of the entanglement entropy of a
bipartition,
one can extract
a universal property of topological ground states,
the so-called to... |
\section{Introduction}
Exchange bias (EB) phenomena, which manifests as a shift of hysteresis loop along the field axis, occurs due to anisotropy induced across the ferromagnetic (FM) – antiferromagnetic (AFM) interfaces when the system is field-cooled through the $N\acute{e}el$ temperature ($T_N$) of the AFM \cite{JMM... |
\section{Introduction}
The chiral gauge models are known to suffer from anomalies leading to the
inconsistency of the quantum theory \cite{1,2,3,4,5,6,7}.
This inconsistency may be avoided by modification of the classical action
consisting in adding to it the Wess-Zumino (WZ) action modeling the
anomaly \cite{4,5,6,8}... |
\section{Introduction}
This demo file is intended to serve as a ``starter file''
for IEEE conference papers produced under \LaTeX\ using
IEEEtran.cls version 1.8b and later.
I wish you the best of success.
\hfill mds
\hfill August 26, 2015
\subsection{Subsection Heading Here}
Subsection text here.
\subsubsection{... |
\section{Introduction}
Let $M$ be a Riemannian manifold and $f: M \to M^{\prime}\subset M$ a
diffeomorphism. An $f$-invariant set $\Lambda$ has a dominated splitting if
if its tangent bundle $T_\Lambda M=U\oplus V$, where $U$ and $V$ are non trivial invariant continuous subbundles
such that, for constants $C>0$ an... |
\section{Introduction}
In this work we examine the probabilities of certain outcomes of a universal Turing machine that
runs on random input from the point of view of algorithmic complexity.
The input of a Turing machine can be a finite binary string that is written on the input tape, or even
an infinite binary stream ... |
\section{Introduction}
Dynamical approach to meson electromagnetic production has been widely employed to analyze and interpret experimental
data since it was proposed in \cite{Tanabe85,Yang85}. There are now many dynamical models constructed. Currently, the most sophisticated dynamical model
ever constructed is the... |
\section*{Acknowledgments}
We thank
Prabhanjan Ananth,
Gareth George,
Muqsit Nawaz,
Srinath Setty,
Yang Wang, and
Rich Wolski for
feedback and comments that helped improve
this draft.
\section{Compatibility study applets}
\label{s:compatibilityappendix}
\begin{myitemize}
\item The following 15 applets... |
\section{Introduction}
\label{Intro}
The problem of infrared divergences in gauge theory amplitudes and cross sections
has been studied for close to a century, starting with the seminal work of Bloch and
Nordsieck in QED~\cite{Bloch:1937pw}, and solutions involving an increasing degree
of generality and depth have bee... |
\section{Introduction}
Singularity confinement is a phenomenon first proposed as an integrability criterion for discrete systems \cite{RGP1991}, and has been used to great effect to obtain discrete analogues of the Painlev\'e differential equations \cite{RGWSTRIHOMOGRAPHIC,RGH1991, RGdPs}. Its geometric interpretation ... |
\section*{Introduction}
A {\em trace\/} on an complex algebra $A$ is a linear functional $\phi:A\to\mathbb{C}$ satisfying
$\phi(xy)=\phi(yx)$ for all $x,y \in A$. If $A$ is a $C^*$-algebra, and the trace $\phi$ is also a state, it is simply called a {\em tracial state}.
In this paper we study tracial states on $C^*$... |
\section*{To do list}
\section{Introduction}
\subsection{Overview}
Anticyclotomic $p$-adic $L$-functions attached to modular forms and $p$-adic families of modular forms, have a long story and have been studied in many papers by several authors; among others, Hida \cite{Hida1}, Perrin-Riou \cite{PR}, Vatsal \cite{V... |
\section{Introduction}
Image captioning is one of the fundamental tasks in multimedia analysis and computer vision, which aims to generate a natural description for the visual content of the given image automatically. Most image captioning systems follow an encoder-decoder paradigm \cite{sutskever2014sequence,Vinyals... |
\section{Introduction}
Rendering scenes with a human face from arbitrary view is a useful technique for a variety of real-world applications including Augmented Reality (AR), Virtual Reality (VR), telepresence, games, etc. We are particularly interested in scenes with a face. Humans are extremely sensitive to the detai... |
\section{Introduction}\label{sec:intro}
In this paper, we
answer a question
of Einsiedler-Lindenstrauss-Michel-Venkatesh
on the abundance of ``low-lying'' closed geodesics on the modular surface which are ``fundamental''; see the definitions below.
The main difficulty is to produce a strong ``level of distribution'... |
\section{Introduction}
In this work, over some compact and convex subset $\Omega$
of the Hilbert space ${\mathcal H},$ we consider solving formulate our main
variational minimization problem,
\begin{equation}
\label{problem0}
{\rm arg\,min}_{\Omega \subset {\mathcal H}} \left\{
F_{\alpha}(\cdot , f^{\delta}) :=
\fr... |
\section{Introduction}
The main aim of this work is to show that one of the key objects of study in toric topology -- the moment-angle manifold $\mathcal Z_P$ of a simple convex $n$-dimensional polytope $P$ -- gives us an example of a smooth closed 2-connected manifold with a compact torus action such that its rational... |
\section{Introduction} \label{sec:intro}
Active galactic nuclei (hereafter AGN) harbour supermassive black holes (hereafter SMBH) in their cores. The SMBHs are surrounded by dilute plasma in rotating, toroidal configurations known as accretion disks. The process of gradual accretion of the plasma onto SMBH and the co... |
\section{Introduction}
\label{intro}
Recovering the layout and shape of surfaces and objects is a foundational problem in computer vision.
Early approaches, such as reconstruction from line drawings~\cite{roberts1963machine}, attempt to infer 3D object and surface models based on shading cues or boundary reasoning. But... |
\section{Introduction}
\label{sec:intro}
Recently, with the tremendous success of deep learning, speech enhancement has been formulated as a supervised learning problem~\cite{wang2018supervised, weninger2015speech}.
Meanwhile, multi-channel speech enhancement is gaining increasingly interest due to the utilization of... |
\section{Introduction}
Consider $\mathcal{G}(n,p(\lambda,n))$, the Erd\"os-Rényi random graph on $n$ vertices inside the critical window, that is when the probability of an edge is $p(\lambda,n):=n^{-1}+\lambda n^{-4/3}$. The largest components are of order $n^{2/3}$, and their diameter is of order $n^{1/3}$, and this... |
\section{Introduction}
We consider finite undirected graphs without loops or multiple edges.
For a graph $G$, we denote by $V(G)$ and $E(G)$
its vertex and edge sets, respectively.
An \textit{edge-coloring} of a graph $G$
is a mapping $color:E(G) \rightarrow \C$,
where $\C$ is a set of colors.
An \textit{edge-... |
\section*{Abstract}
\section{Introduction}
\label{sec:Introduction}
Undoubtedly, the increase of available data and competitive machine learning algorithms has boosted the popularity of data-driven modeling in energy systems.
Applications are forecasts for renewable energy generation \cite{Ahmed2020, Qian2019} and en... |
\section{Introduction}
In recent papers \cite{JMS,AJS,JM09,JM10_1,JM10_2} we have studied a scale invariant generalization of the
Standard Model of particle physics, including gravity \cite{ChengPRL}.
The model contains no dimensionful parameter and displays local scale invariance
which requires the introduction of th... |
\section{Introduction}
Consider stochastic evolution equations of the type
\begin{equation}
\label{eq:0}
du(t) + Au(t)\,dt = f(u(t))\,dt + B(u(t))\,dW(t),
\qquad u(0)=u_0,
\end{equation}
on a Hilbert function space $H$, where $A$ is a linear maximal
monotone operator on $H$, $W$ is a cylindrical Wiener process, a... |
\section{Introduction}
Libraries simplifying the access to pre-trained neural models have greatly pushed the recent advancement of state-of-the-art performance in many tasks~\cite{wolf-etal-2020-transformers}.
However, with the general absence of non-English resources, one of the prevalent challenges in the Natural La... |
\section{Introduction}
Angle is a familiar concept that needs no formal definition. When two
lines cross in a plane, two pairs of vertical angles are formed. Unless
the lines are perpendicular, one pair of angles is acute and the other
pair is obtuse. In trigonometry, the geometric properties of interior
angles of ri... |
\section{Introduction}
\label{sec::intro}
Cooperation can dramatically boost the performance of a network. The literature abounds with models for cooperation, when communication between nodes of a network is over a noisy channel. In multiple access channels, the setting of \textit{cribbing} was introduced by Willems ... |
\section{Introduction}
When the individual studies in a meta-analysis report binary outcomes in the treatment and control arms, the most common measure of effect is the odds ratio (OR) or its log (LOR). The LOR is popular in medical research, but some substantive arguments favor the relative risk or risk ratio (RR).... |
\subsubsection{#1}}
\newcommand{{\bar \xi}}{{\bar \xi}}
\newcommand{{\tilde Q}}{{\tilde Q}}
\newcommand{{\tilde \phi}}{{\tilde \phi}}
\newcommand{{\bar \phit}}{{\bar {\tilde \phi}}}
\newcommand{{\bar \lambda}}{{\bar \lambda}}
\newcommand{{\tilde \chi}}{{\tilde \chi}}
\newcommand{{\bar \chit}}{{\bar {\tilde \chi}}}
\new... |
\section{Introduction}
Building Information Modeling (BIM) has brought many advantages by storing building elements' semantics and geometries \cite{karan2015extending}. Conventional methods of data collection for the purpose of progress monitoring rely on periodic observations, manual data collection (which is mostly ... |
\section{Introduction}\label{Intro}
The origin of dark energy (DE), i.e. the fluid component that dominates the current cosmic acceleration, \cite{SN1,SN2,turner}, is still a mystery, while at the same understanding its nature comprises one of the biggest challenges in modern theoretical Cosmology. It is well-known th... |
\section{\label{sec:intro}Introduction}
Despite implying (along with long-range entangled states) the presence of classifications beyond Landau theory, symmetry protected topological states (SPT) are delightfully enumerable in suitable materials and toy models via familiar and intuitive symmetry considerations. For in... |
\section{Introduction}
Optical frequency conversion uses nonlinear interactions of light with matter to generate new wavelengths of light. Recent efforts have improved conversion efficiencies and broadened the application of this technology by using nanophotonic waveguides. Second harmonic generation (SHG) is one nonl... |
\section{Introduction}\label{rim_intro}
Circumstellar discs result from the conservation of angular momentum
of a collapsing cloud that forms a star at its centre. Discs of
various masses and shapes are observed by direct imaging or
spectroscopically from low mass brown dwarfs (e.g.,
\citealt{Mohanty2004ApJ...609L..33... |
\section{Introduction}
Common computer vision tasks, such as instance detection or segmentation have a tremendous potential to help the automation of processes in many industries.
For instance, those techniques can be applied for process monitoring or quality control \cite{nocetiMulticameraSystemDamage2018}.
However, ... |
\section{Introduction and statements}
\subsection{A simple dynamical system}
The hyperbolic plane $\mathbb{H}^2$ is naturally identified to the subspace
of $\mathrm{PSL}_2(\mathbb{R})$ consisting of matrices (up to sign) of trace $0$, via the
map which associates to a point $x\in\mathbb{H}^2$ the rotation $s_x$ of an... |
\section{Introduction}
Understanding how the brain works is one of the most frontier directions at the intersection of biology and physics \cite{collell2015brain}. Till now, substantial progress has demonstrated that the brain can be treated as a dynamic system that processes information \cite{dayan2001theoretical}. Th... |
\section*{\textbf{Supplementary}}
\end{center}
\twocolumngrid
\setcounter{equation}{0}
\setcounter{figure}{0}
\setcounter{table}{0}
\setcounter{page}{1}
\makeatletter
\renewcommand{\theequation}{SE\arabic{equation}}
\renewcommand{\thefigure}{S\arabic{figure}}
\renewcommand{\thetable}{S\arabic{table}}
\renewcommand{\bi... |
\section*{Introduction}
The unification of all known gauge interactions into (perhaps) a single one has been a driving force for theoretical high energy physics for at least the past half century. During that time, several developments have enriched theoretical physics not only with specific models and plausible scenar... |
\section{Introduction and Related Work}
\vspace{-2mm}
Causal discovery seeks to identify the underlying structure of the data generation process by exploiting an appropriate class of assumptions \citep{SGS93,Pearl00}. Despite its success in certain domains, most existing work either focuses on estimating the causal rel... |
\section{Introduction}
We discuss a graph theoretic concept of {\itshape terminal-pairability\/} emerging from a practical networking problem introduced by Csaba, Faudree, Gy\'arf\'as, Lehel, and Shelp~\cite{CS} and further studied by Faudree, Gy\'arf\'as, and Lehel~\cite{mpp,F,pp} and by Kubicka, Kubicki and Lehel~\c... |
\section{Introduction and main results}
In this paper, we investigate the existence of an operator $T \in B(X,Y)$
($X$ and $Y$ are infinite dimensional Banach spaces) whose sequence of
$s$-numbers $(s_n(T))$ ``behaves like'' a prescribed sequence $(\alpha_n)$.
For a linear operator $T$ between Banach spaces $X$ and $... |
\section{Introduction}
The stability and the robust properties of a dynamical system are often associated to invariant structures on the tangent bundle.
For instance the \emph{uniform hyperbolicity}~\cite{A,S} characterizes the structural stability~\cite{M2,H},
but various forms of hyperbolicity have been proposed to i... |
\section{Introduction}
The current growth of interest in the $\mathcal{PT}$-symmetric photonic systems with gain and loss
\cite{PT_breaking,SXK,RKEC,Musslimani,Zheng,Longhi,Guo,Ramezani,Rueter,Recent_PT,BSSDK} is motivated by the
unusual phenomenology associated with these systems.
Optical structures composed of co... |
\section{Introduction}
In 1988, a global nontrivial static nonsingular particle-like solution of coupled Einstein-Yang-Mills (EYM) equation was found by Bartnik and McKinnon numerically \cite{Bartnik}. It aroused a great of interest in GR community. It was established rigorously by Smoller-Wasserman-Yau {\it et.al}... |
\section{Introduction}
Determining clique numbers of graphs is a traditional topic of combinatorics. Partial spreads of polar spaces are cliques of the oppositeness graph defined on the generators of the polar space. While bounds for partial spreads and partial ovoids are a long studied topic since Thas \cite{Thas19... |
\section{Introduction}
A polynomial $f(x)$ of degree $n$ over a finite field $\mathbb{F}_q$ (with $f(0)\ne 0$) is said to be \emph{self-reciprocal} if $f(x)$ equals its {\em reciprocal polynomial} $f^*(x):=x^nf(0)^{-1}f\left(\frac{1}{x}\right)$. A polynomial is said to be {\em self-reciprocal irreducible monic ... |
\section{Introduction}
The present paper applies the results and insights of unified correspondence theory \cite{CoGhPa13} to establish formal connections between correspondence phenomena, well known from the area of modal logic, and the theory of display calculi, introduced by Belnap \cite{Belnap}.
\paragr... |
\section{Introduction}
In lattice gauge theory, it is possible to derive sum rules for the
energy and action in the colour fields around states. The technique
used in ref\cite{mich} --- hereafter referred to as I --- involves
evaluating derivatives with respect to a parameter ($\beta$ for example)
of the formal exp... |
\section{Introduction}
Contact lines are defined by the intersection of the rigid and free boundaries of the flow.
Flows with the contact line at a $180^{\circ}$ contact angle were discussed in \cite{Benney,Dussan},
where corresponding solutions of the Navier--Stokes equations were shown to have no physical meanin... |
\section{Introduction}
\label{sec:introduction}
Abnormality {\em detection and localization}
has been studied widely and has an established literature in different application areas such as fraud detection in credit cards, healthcare, and insurance \cite{abdallah2016fraud}, intrusion detection in cyber security \cite{k... |
\section{Introduction}
Grassmann graphs and polar Grassmann graphs (not necessarily over finite fields)
are interesting for many reasons
\cite{BC-book,D-book,Pankov-book1,Pankov-book2,Pasini-book, Shult-book}.
For example, they are closely related to buildings of classical types \cite{Tits}.
Also, Grassmann graphs an... |
\section{Introduction}
In flat space, the four-point amplitude of closed string theory takes a very compact form known as the Virasoro-Shapiro (VS) amplitude%
\footnote{The Virasoro amplitude is the amplitude for four tachyonic scalars in bosonic string theory found by Virasoro~\cite{Virasoro:1969me} and generalised ... |
\section{Introduction}
\label{Intro}
Controlled evolution of quantum systems becomes a~major challenge of modern physics in relation to quickly advancing technology \cite{Qcomp,Geo14}.
Quantum computers and simulators are presented as devices, potentially capable to hugely surpass the efficiency and the range of use o... |
\section{Introduction}
Let $C$ be a smooth projective curve of genus $g \geq 2$ over a field $\k$ of characteristic zero.
In 1984, Green made the following conjecture.
\begin{conjecture}[Green's conjecture \cite{gre:84}]
\label{conj:green}
The Koszul cohomology group $K_{p,2}(C, \omega_C)$ vanishes if and only if ... |
\section{Introduction}
Periodic solutions and their asymptotic stability are among the prime interests in the study of dynamical systems.
In the case of delay differential equations (DDEs) these solutions are usually approximated with continuous piecewise polynomials determined by collocating a corresponding boundary ... |
\section{The variable-order time fractional advection-diffusion equation}
\section{The modeling equation and time discretization approximation}
\label{timeSec}
The variable-order time fractional advection-diffusion equation \cite{TAYEBI2017655} can be formulated as
\begin{equation} _0^cD_t^{\alpha({\bf x},t)}u({\bf... |
\section{Introduction}
The prevalence of black holes in present-day galaxy bulges, and the
proportionality between black hole and spheroid mass
\citep{magorrian98, merritt01}
implies that the formation of the stars in a present-day galaxy spheroid was
fundamentally
connected to the growth of the black hole as an ac... |
\section{Introduction}
Automatic synthesis of 3D avatar animation is useful in a variety of applications including entertainment applications (such as film and game), educational applications, and so on. Conventionally, full-body animation is always accompanied by text and speech. In reality, the face and body begin t... |
\section{Introduction}
In this paper, our main focus will be to answer a question by L. D. Abreu and M. D\"orfler \cite{AbreuDoerfler} on the sets which maximise concentration of certain wavelet transforms.
To that extent, given a fixed function $g \in L^2(\mathbb{R}),$ the \emph{Wavelet transform} with window $g$ i... |
\section{Introduction}
\noindent
The paper of Kermack and McKendrick (1927) is one of the best known contributions to the mathematical theory of epidemic modelling. The paper provides the condition of outbreak and the final size equation in a closed population setting. One of the key features of Kermack and McKend... |
\section{Introduction} \label{sec:Introduction}
Over the last decades, exclusion processes are among the most investigated particle systems. Motivations and applications to study exclusion processes come from statistical mechanics, probability theory and combinatorics; see \cite{BSV:SlowBond,BE:Nonequilibrium,CW:Tabl... |
\section{Introduction}\label{sec:intro}
The USQCD Collaboration and its partners\footnote{As of Lattice 2017, our partners included University of Edinburgh, University of Illinois, NVIDIA and Stony Brook University.} are engaged in the application development (AD) efforts~\cite{thiscontrib396} as part of the US Exasca... |
\section{Introduction}
There is a close relation between the dynamics of Reeb flows on $S^3$ and the dynamics of area-preserving diffeomorphisms of surfaces. This relation was developed by Hofer-Wysock-Zehnder \cite{hwzannals1}, who showed that ``dynamically convex'' Reeb flows on $S^3$ admit disk-type global surfaces... |
\section{Introduction}
Regularization for optimization is a key technique for avoiding over-fitting in machine learning and statistics ~\cite{grandvalet2005semi,krogh1992simple,tibshirani1996regression,tikhonov1977solutions}.
The effects of explicit regularization methods, i.e., an extra regularization term added to th... |
\section{Introduction}
\label{sec:intro}
It is important to develop non-destructive methods to determine the contents of sealed nuclear waste packages, in order to minimise the risks of environmental contamination and personnel radiation exposure and to allow for more effective safeguarding. Non-Destructive Assay (NDA)... |
\section{Summary}
One of the central goals of the bipedal walking robot community is to develop humanoid robots that can locomote diverse terrain types, including flat surfaces, ascending and descending stairs, and discrete stepping stones with height variations, which requires locomoting in environments with \emph{con... |
\section{Introduction}\label{sec:introduction}
The emergence of metallic kagome materials featuring an intricate structural lattice and rich diversity of quantum phases has reinvigorated the quest for finding materials with topological phases built from strongly interacting electrons.\cite{Syozi,TbNature,GuguchiaCSS} ... |
\chapter{%
\newcommand{\mathbb{N}}{\mathbb{N}}
\newcommand{\mathbb{Z}}{\mathbb{Z}}
\newcommand{\mathbb{Q}}{\mathbb{Q}}
\newcommand{\mathbb{R}}{\mathbb{R}}
\newcommand{\mathbb{C}}{\mathbb{C}}
\newcommand{\boldsymbol}{\boldsymbol}
\newcommand{\deriv}[2]{\frac{\text{d}#1}{\text{d}#2}}
\newcommand{\dderi... |
\section{Introduction}
\subsection{Slime mould as a computing substrate}
The myxomycete 'slime mould' {\emph Physarum polycephalum} is a motile, acellular amoeba which
possesses traits that may reasonably be considered to be 'intelligent'. For example, it can store information about its surroundings in an external spat... |
\section{Introduction}\label{sec:introduction}
This work is based on results from the author's undergraduate thesis
\cite{KobayashiThesis}.
The goals of this document are to understand when one can apply
countable sequences of Reidemeister moves and preserve ambient isotopy
in the limit. The motivating examples are th... |
\section{Introduction}
A remarkable feature of QCD is that in the chiral limit it is a scale free theory. Yet, all hadrons are massive, composing
most of the visible mass in the universe. The typical hadronic scale is 1 fm, but where does it come from? The answer appears to be from
a subtle quantum effect referred t... |
\subsubsection*{Acknowledgement}
We are grateful to V.A. Petrov for
interesting discussions.
\newpage
\small
|
\section{Multitensors and functor operads}
This paper continues the developments of \cite{EnHopI} and \cite{WebMultMnd} on the interplay between monads and multitensors in the globular approach to higher category theory. To take an important example, according to \cite{WebMultMnd} there are two related combinatorial o... |
\section{Introduction}
LISA Pathfinder is presently in its implementation phase \cite{paul}. Its core experiment, LTP, has passed the Critical Design Review which is a major milestone in the development phase with the consequence that the design of all sub-units is frozen. The sensitivity of the interferometer includi... |
\section{Introduction}
Micromagnetic simulations are becoming an increasingly important design tool to support the development of magnetic devices
such as magnetic random access memory (MRAM) devices \cite{duine_synthetic_2018, makarov_cmos-compatible_2016} or magnetic sensing devices \cite{suess_topologically_2018}.
D... |
\section{Introduction}
Among the purposes of this contribution is to summarize the evidence for unexpected features of the microwave sky
at large angular scales, as revealed by the observation of temperature anisotropies by the space missions
Cosmic Background Explorer (COBE), Wilkinson Microwave Anisotropy Probe (WM... |
\section{Acknowledgement}
This research is based upon work supported in part by the Office of the Director of National Intelligence (ODNI), Intelligence Advanced Research Projects Activity (IARPA), via 2017-17061500006 and in part by the Defense Advanced Research Projects Agency (DARPA) and Space and Naval Warfare Sy... |
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