Baffin Island - Wikipedia
(formerly Baffin Land and also James Island), in the Canadian territory of Nunavut, is the largest island in Canada, the second-largest island in the Americas
What is the largest TCP/IP network port number allowable for IPv4?
Tags: tcp, network-protocols | Score: 478
Tet Offensive attacks on Bien Hoa and Long Binh - Wikipedia
the bases. By 1968 the Bien Hoa-Long Binh complex was the largest US/South Vietnamese military base in South Vietnam. Bien Hoa Air Base was the largest air
Pascha (brothel) - Wikipedia
The Pascha, one of the largest brothels in the world and the largest in Europe, is a brothel in Cologne, Germany; it has 120 prostitutes, over 80 supporting-role
The largest DDoS attack to date, peaking above 398M rps
Points: 751 | Comments: 468 | Author: tomzur
Economy of Spain - Wikipedia
The nation of Spain has a highly developed social market economy. It is the world's 12th largest by nominal GDP and the sixth-largest in Europe (fifth
A/largescaleJS_ru
Russian translation of Addy Osmani book. (⭐ 630)
The largest seed in the plant kingdom.
The largest seed in the plant kingdom comes from the coco de mer palm. Often referred to as the "love nut", or "double coconut", its peculiar bodily shape has inspired legends and a rich mythology, in...
On the largest multilinear singular values of higher-order tensors
Let $σ_n$ denote the largest mode-$n$ multilinear singular value of an $I_1\times\dots \times I_N$ tensor $\mathcal T$. We prove that $$ σ_1^2+\dots+σ_{n-1}^2+σ_{n+1}^2+\dots+σ_{N}^2\leq (N-2)\|\mathcal T\|^2 + σ_n^2,\quad n=1,\dots,N, \qqu...
Average Orders of the Euler Phi Function, The Dedekind Psi Function, The Sum of Divisors F…
Let $ x\geq 1 $ be a large number, let $ [x]=x-\{x\} $ be the largest integer function, and let $ \varphi(n)$ be the Euler totient function. The result $ \sum_{n\leq x}\varphi([x/n])=(6/π^2)x\log x+O\left ( x(\log x)^{2/3}(\log\log x)^{1/3}\right )...
Largest organisms - Wikipedia
This article lists the largest organisms for various types of life and mostly considers extant species, which found on Earth can be determined according
Sum of Divisors Function And The Largest Integer Function Over The Shifted Primes
Let $ x\geq 1 $ be a large number, let $ [x]=x-\{x\} $ be the largest integer function, and let $ σ(n)$ be the sum of divisors function. This note presents the first proof of the asymptotic formula for the average order $ \sum_{p\leq x}σ([x/p])=c_0...
How should we describe the largest group in a set when its share ...
Jan 25, 2023 · The largest share of the region's cost estimate total belongs to projects classified as "long term", which accounts for 9% of the region's projects and 47% of the region's cost estimate total. …
On the Largest Singular Values of Random Matrices with Independent Cauchy Entries
We apply the method of determinants to study the distribution of the largest singular values of large $ m \times n $ real rectangular random matrices with independent Cauchy entries. We show that statistical properties of the (rescaled by a factor...
The Largest Contained Quadrilateral and the Smallest Enclosing Parallelogram of a Convex P…
We present a linear-time algorithm for finding the quadrilateral of largest area contained in a convex polygon, and we show that it is closely related to an old algorithm for the smallest enclosing parallelogram of a convex polygon....
word usage - Can we say "majority" to the largest portion when it ...
Oct 6, 2022 · What about the second pie chart? In the second pie chart the largest portion is less than 50%. Can I still consider the group "c" as majority in it? Based on the Cambridge Dictionary it seems …
Euler Totient Function And The Largest Integer Function Over The Shifted Primes
Let $ x\geq 1 $ be a large number, let $ [x]=x-\{x\} $ be the largest integer function, and let $ \varphi(n)$ be the Euler totient function. The asymptotic formula for the new finite sum over the primes $ \sum_{p\leq x}\varphi([x/p])=(6/π^2)x\log \l...
List of largest banks - Wikipedia
The following are lists of the largest commercial banks in the world, as measured by total assets and market capitalization. This list is based on the
The Distribution of the Largest Non-trivial Eigenvalues in Families of Random Regular Grap…
Recently Friedman proved Alon's conjecture for many families of d-regular graphs, namely that given any epsilon > 0 `most' graphs have their largest non-trivial eigenvalue at most 2 sqrt{d-1}+epsilon in absolute value; if the absolute value of the...
Massive Rustom. Easily a contender for not only the largest male in Dudhwa, but the larges…
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