Referenced Publication Year Spectroscopy (RPYS) was recently introduced as a method to analyze the historical roots of research fields and groups or institutions. RPYS maps the distribution of the publication years of the cited references in a docume...
In this paper, we continue our study of blade arrangements and the positroidal subdivisions which are induced by them on $Δ_{k,n}$. A blade is a tropical hypersurface which is generated by a system of $n$ affine simple roots of type $SL_n$ that enjo...
Latinos in the United States represent a vibrant and diverse people — a veritable stew of ethnicities and races encompassing Indigenous, African, European, and even Asian roots.
This free online calculator can be used for basic computations such as addition, subtraction, multiplication, division, and square roots.
In this essay, I discuss an interdisciplinary science that is just blossoming: that of geo-neutrinos. I begin with a couple of episodes from the history of thought, showing the deep roots of Earth science and its many connections with microphysics. I...
This is the introductive paper to the volume "Symmetries in Physics: Philosophical Reflections", Cambridge University Press, 2003. We begin with a brief description of the historical roots and emergence of the concept of symmetry that is at work in...
In many domains of argumentation, people's arguments are driven by so-called attitude roots, i.e., underlying beliefs and world views, and their corresponding attitude themes. Given the strength of these latent drivers of arguments, recent work in ps...
We present a new and powerful algebraic framework for graph rewriting, based on drags, a class of graphs enjoying a novel composition operator. Graphs are embellished with roots and sprouts, which can be wired together to form edges. Drags enjoy a ri...
The Hero Initiative, formerly known as A Commitment to Our Roots, or ACTOR, is a not-for-profit organization dedicated to helping comic book creators
Raffles Hotels & Resorts is a Singaporean chain of luxury hotels which traces its roots to 1887 with the opening of the original Raffles Hotel in Singapore
13 hours ago · Bob Power, the influential producer and engineer who helped shape the sound of Hip-Hop and neo soul through his work with A Tribe Called Quest, The Roots, D’Angelo and Erykah …
11 hours ago · Bob Power, the celebrated engineer and producer who worked on classic albums by A Tribe Called Quest, Erykah Badu, the Roots, and more, has died.
8 hours ago · Bob Power, a musician and engineer who worked closely with some of the top hip-hop and R&B acts of the 1990s and 2000s — including De La Soul, A Tribe Called Quest, D’Angelo, Erykah …
In the last decade, there has been a growth in, what we call, digitally mediated workplaces. A digitally mediated workplace is one where interactions between stakeholders are primarily managed by proprietary, algorithmically managed digital platform....
Rolling Stone calls him the “Godfather of Americana Music,” and rightfully so. Delbert’s musical style grew from his Texas roots. A little Tejano. A little Bob Wills. Throw in some Jimmy Reed...
Spinal stenosis is an abnormal narrowing of the spinal canal or neural foramen that results in pressure on the spinal cord or nerve roots. Symptoms may
launched in 2007. Spinal cord injury (SCI) causes damage to nerve roots and fibers that carry messages to and from the brain. Spinal cord injuries can result
We consider projection and lifting of labelled galleries to and from roots subsystems. Our constructions allow us to construct some topological embeddings of Bott-Samelson varieties skew equivariant with respect to the compact torus and order-preserv...
Let $x \geq 1$ be a large number, let $f(x) \in \mathbb{Z}[x]$ be a prime polynomial of degree $\text{deg}(f)=m$, and let $u\ne \pm 1, v^2$ be a fixed integer. Assuming the Bateman-Horn conjecture, an asymptotic counting function for the number of pr...
Let $q\ne \pm1,v^2$ be a fixed integer, and let $x\geq 1$ be a large number. The least prime number $p \geq3 $ such that $q$ is a primitive root modulo $p$ is conjectured to be $p\ll (\log q)(\log \log q)^3),$ where $\gcd(p,q)=1$. This note proves th...