A Keith number is a positive integer N with the decimal representation a_1a_2...a_n such that n>=2 and N appears in the sequence (K_m) given by the recurrence K_1=a_1,...,K_n=a_n and K_m=K_{m-1}+K_{m-2}+...+K_{m-n} for m>n. We prove that there are...
May 10, 2019 · The female parent of a human being; a woman or girl in relation to a child or children to whom she has given birth; (also, in extended use) a woman who undertakes the …
We partner with a leading European healthcare provider and design a mechanism to match patients with family doctors in primary care. We define the matchmaking process for several distinct use cases given different levels of available information abou...
In this paper we provide a parallel algorithm that given any $n$-node $m$-edge directed graph and source vertex $s$ computes all vertices reachable from $s$ with $\tilde{O}(m)$ work and $n^{1/2 + o(1)}$ depth with high probability in $n$ . This algor...
In the present work I introduce a semantics based on the cognitive attitudes of acception and rejection entertained by a given society of agents for logics inspired on Dunn and Belnap's First Degree Entailment ($\mathbf{E}$). In contrast to the epist...
Chauncey is both a given name and a surname. Notable people with the name "Chauncey" include: Top A B C D E F G H I J K L M N O P R S T V W Y Chauncey
Chauncey may refer to: Chauncey (name), both a given name and a surname. Chauncey, Georgia Chauncey, Illinois Chauncey, Michigan Chauncey, Ohio Chauncey
Given a bridgeless graph G, the well-known cycle double cover conjecture posits that there is a list of cycles of G, such that every edge appears in exactly two cycles. In this paper, we prove the cycle double cover conjecture. More precisely, we pro...
We consider the simple random walk conditioned to stay forever in a finite domain $D_N \subset \mathbb{Z}^d, d \geq 3$ of typical size $N$. This confined walk is a random walk on the conductances given by the first eigenvector of the Laplacian on $D_...
The given name Eric, Erich, Erikk, Erik, Erick, Eirik, or Eiríkur is derived from the Old Norse name Eiríkr [ˈɛiˌriːkz̠] (or Eríkr [ˈeˌriːkz̠] in Old East Norse due to monophthongization).
I have spent a fair amount of time gaining a better understanding of the scope of Isaac Anzaroot’s web of real estate. Given his recent mentions in the news ([Iconic Building Deemed Unfit for Habita...
Given a classifier ensemble and a set of examples to be classified, many examples may be confidently and accurately classified after only a subset of the base models in the ensemble are evaluated. This can reduce both mean latency and CPU while maint...
The given name Eric, Erich, Erikk, Erik, Erick, Eirik, or Eiríkur is derived from the Old Norse name Eiríkr [ˈɛiˌriːkz̠] (or Eríkr [ˈeˌriːkz̠] in Old East Norse due to monophthongization).
ratings on the Enhanced Fujita scale are based solely off the effects of 3-second gusts on any given damage indicator. The Enhanced Fujita scale replaced
Source: https://www.reddit.com/r/circled/comments/1resakd/jd_vance_were_announcing_today_that_we_have/ **HIGHLIGHTS** [Seems fair given the corruption there.](https://www.reddit.com/r/circled/commen...
player Jonah Sharp, American electronic music producer Jonah Sithole, Zimbabwean guitarist Jonah Williams (disambiguation), multiple people Jonah Wise,
This paper discusses the GReTL reference solution of the TTC 2011 Reengineering case. Given a Java syntax graph, a simple state machine model has to be extracted. The submitted solution covers both the core task and the two extension tasks....
On October 27th, 2022, Elon Musk purchased Twitter, becoming its new CEO and firing many top executives in the process. Musk listed fewer restrictions on content moderation and removal of spam bots among his goals for the platform. Given findings of...
There are now several comprehensive web applications, stand-alone computer programs and computer algebra functions that, given a floating point number such as 6.518670730718491, can return concise nonfloat constants such as 3 arctan 2 + ln 9 + 1, tha...
We introduce joins of signed graphs and explore the chromatic number of the all-positive and all-negative joins. We prove an analogue to the theorem that the chromatic number of the join of two graphs equals the sum of their chromatic numbers. Given...