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This is a reply to megashock100's comment
Congrats. You are awarded the title of greatest Project M apologist. You are clearly very weathered and battle-scarred from fending off the scrubs and Sakurai worshippers. I can tell this isn't your first rodeo in a comment section about this fascinating and... | 142,932 |
Innov8tiv
Innov8tiv – Blacks In Technology in USA, UK, Caribbean Islands & Africa
When it comes to emails, I am a big fan of simplicity and brevity. But there are some situations in which you need to fancy up things a bit, or add customizations. If you are a Mac OS user, you can use the Stationery feature in the Mail a... | 289,692 |
\begin{document}
\begin{center}
{\bf \LARGE Dye's Theorem for tripotents in von Neumann algebras and JBW$^*$-triples}\\[5mm]
{\Large Jan Hamhalter }\\[5mm]
Czech Technical University in Prague\\
Department of Mathematics\\
Faculty of Electrical Engineering\\
Technicka 2, 166 27 Prague 6\\
Czech Republic \\
hamha... | 151,054 |
The End of Walking?Tue 4/23/19 @ 6:00 PM
Supporting Active Transportation
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With numerous door-to-door delivery services and near-immediate transportation options at our fingertips, walking 10 minutes to the bus stop can sometimes seem like a bridge too far to cross. However, many experts believe th... | 316,824 |
@article{, title= {Open Payments Dataset - 2017 Program Year }, keywords= {}, author= {U.S. Centers for Medicare & Medicaid Services}, abstract= ). ####= {}, license= {}, superseded= {}, url= {}, year= {2017} } | 77,985 |
\begin{document}
\maketitle
\begin{abstract}
We give refined estimates for the discrete time and continuous
time versions of some basic random walks on the symmetric and alternating groups $S_n$ and
$A_n$. We consider the following models:
random transposition, transpose top with random, random insertion, and walks... | 32,216 |
TITLE: Prove that if $f$ is differentiable on $[a,b]$ and $f$ is Lipschitz, then $f$ has a bounded derivative.
QUESTION [2 upvotes]: Prove that if $f$ is differentiable on $[a,b]$ and $f$ is Lipschitz continuous (LC), then $f$ has a bounded derivative.
My proof:
$f$ is LC $\Rightarrow$ f has bounded a derivative: ther... | 67,682 |
Meet Our Team
Kallyn (Birth, Sibling and Postpartum Doula and Photography) is a certified birth doula with DONA International, postpartum doula, sibling doula, certified lactation counselor and professional photographer.
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Dave B
Person stuck at the wrong end of the country, but loves the outdoor.
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TITLE: What is the probability of selecting three different integers, without replacement, from the numbers $1$ to $15$ so their sum is divided by $3$?
QUESTION [2 upvotes]: What is the probability of selecting three different integers, without replacement, from the numbers $1$ to $15$, inclusive, so that their sum can... | 10,056 |
explain how to achieve this kind of effect in construct 2? I've tried experimenting with blend modes on layers and sprites but I don't know how to do what I want in this picture. Thanks!
Develop games in your browser. Powerful, performant & highly capable.
Go to File > New > "Example: Blend modes" to see what each ble... | 172,914 |
Ongoing militarisation in southeast Myanmar
This photo was taken on December 28th 2014 by a KHRG community member. It shows a Myanmar Tatmadaw fence and ‘No Trespassing’ sign in Thandaunggyi Town, Toungoo District/north Kayin State. The local villagers in Thandaunggyi Town cultivate the land that they inherited from th... | 60,877 |
KUALA LUMPUR – Two years after Malaysia Airlines Flight MH370 disappeared, the lack of information has left its mark on the family members of those on board.
“I still haven’t been able to come to an acceptance that she’s simply gone,” said Ms Grace Subathirai Nathan, 28, the daughter of passenger Anne Catherine Daisy.
... | 172,665 |
TITLE: Parity transformation and mirror reflection
QUESTION [2 upvotes]: I have some trouble understanding what exactly is parity transformation.
The definition of parity transformation is a flip in the sign of all three spatial coordinates, ie
$$(x,y,z) \rightarrow (-x,-y,-z).$$
Consider a stationary particle at a po... | 187,207 |
Why Arsenal season could be DESTROYED in three days! 0
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TITLE: proving that the differences of squares of hyperbolic sin/cos is an integer.
QUESTION [2 upvotes]: The hyperbolic sine and cosine are defined as following:
$\sinh(x)=\dfrac{e^x-e^{-x}}{2}$
$\cosh(x)=\dfrac{e^x+e^{-x}}{2}$
How do I show that their differences of squares are always an integer for all real numbers ... | 202,272 |
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TITLE: Observation and conjecture on Lychrel numbers
QUESTION [6 upvotes]: A palindromic number (also known as a numeral palindrome or a numeric palindrome) is a number that remains the same when its digits are reversed.
Consider a number $n>0$ in base $b\geq2$, where it is written in standard notation with $k+1$ digit... | 200,062 |
For those traveling to the green shores of Ireland, it is worth doing your research on the best places to go if you are a fitness buff, or leisure enthusiast. While Ireland is home to many beautiful locations with lots of things to see and do, Killarney in the south west of the country is an ideal spot to visit for mul... | 375,459 |
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\begin{document}
\maketitle
\begin{abstract} We use the remark that, through Bargmann-Fock representation, diagonal operators of the Heisenberg-Weyl algebra are scalars for the Hadamard product to give some properties (like the stability of periodic fonctions) of the Hadamard product by a rational fraction. In parti... | 189,331 |
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\begin{document}
\title[Homological Stability of Topological Moduli Spaces]{Homological Stability of Topological Moduli Spaces}
\begin{abstract}
Given a graded $E_1$-module over an $E_2$-algebra in spaces, we construct an augmented semi-simplicial space up to higher coherent homotopy over it, called its canonical reso... | 50,726 |
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\section{Toolbox}
In this section we collect most of the probabilistic statements together. Most of them follow from basic (but sometimes tedious) calculation and calculus. We provide the full proofs for completeness.
\subsection{Sub-exponential random variables}
In this subsection we give the formal definition of sub... | 210,308 |
Annual wage review – 2.5*% increase
A Full Bench of the Fair Work Commission this afternoon announced its 2020/2021 Annual Wage Review decision.
The Commission has announced that for the General Retail Industry Award 2020, rates will increase by 2.5% from the first complete pay period to commence on or after 1 Septembe... | 52,055 |
\begin{document}
\title[Asymptotically contractive mapping]
{Fixed point theorems for asymptotically contractive mappings}
\author[T. Suzuki]{Tomonari Suzuki}
\date{}
\hyphenation{kyu-shu kita-kyu-shu to-bata-ku sen-sui-cho}
\address{
Department of Mathematics,
Kyushu Institute of Technology,
1-1, Sensuicho, Tobataku,... | 91,082 |
Bull
At the heart of the matter is the failure to provide for a separation of the executive from the legislative functions. And if you scratch the surface of any Malcolm Turnbull-style republican who will do absolutely anything to avoid a popular election of the Executive, you will understand why they are so nervous ab... | 298,421 |
\begin{document}
\begin{center}
\begin{huge}
{\bf Stokes manifolds and cluster algebras}
\end{huge}\\
\bigskip
M. Bertola$^{\dagger\ddagger}$\footnote{Marco.Bertola@\{concordia.ca, sissa.it\}},
S. Tarricone$^{\dagger\diamondsuit}$ \footnote{tarricone@math.univ-angers.fr, Sofia.Tarricone@concordia.ca},
\\
\bigskip
... | 76,086 |
“Life was meant to be captured, and stories are made to be told.”
My relationship with film and storytelling began from a single video. Although I am of Indian heritage, I was born and raised in the Middle East. I moved to the U.S. in 2008 to pursue my childhood dreams of being a car designer at Oral Roberts University... | 330,943 |
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The first train to the ... | 122,101 |
TITLE: Strictly increasing function from $\mathbb{R}$ into $\mathbb{R}\backslash\mathbb{Q}$
QUESTION [6 upvotes]: It seems this question is duplicated...Still I would be grateful for any hint to my second question.
Does there exist a strictly increasing function $f:\mathbb{R}\rightarrow\mathbb{R}\backslash\mathbb{Q}$, ... | 143,196 |
TITLE: How to solve this Sturm-Liouville problem $y''+2y'+\lambda y = 0$?
QUESTION [1 upvotes]: I have the following Sturm-Liouville problem:
$$\left\{
\begin{aligned}
& y''+2y'+\lambda y = 0, 0<x<a \\
& y(0) = 0, y'(a)=0
\end{aligned}
\right.$$
I have tried to reduce it to Sturm-Liouville form, got this:
$$\left\{
\be... | 30,094 |
{\bf Problem.} Let $d_1 = a^2 + 2^a + a \cdot 2^{(a+1)/2}$ and $d_2 = a^2 + 2^a - a \cdot 2^{(a+1)/2}$. If $1 \le a \le 251$, how many integral values of $a$ are there such that $d_1 \cdot d_2$ is a multiple of $5$?
{\bf Level.} Level 5
{\bf Type.} Number Theory
{\bf Solution.} \begin{align*}[(a^2 + 2^a) + a \cdot 2^{... | 200,137 |
Bio & Incident Details
Age: Not available
Tour: 12 years
Badge # Not available
Cause: Heart attack
· Leave a Reflection
· Add to My Heroes
· Update this memorial
Patrolman Gearty suffered a fatal heart attack after being involved in an altercation when he responded to a fight call at Nicollet Avenue and Second Street. ... | 3,084 |
Compression techniques for IoT enabled handheld ultrasound imaging system
Akkala, V and R, Bharath and P, Rajalakshmi and P, Kumar (2015) Compression techniques for IoT enabled handheld ultrasound imaging system. In: 3rd IEEE Conference on Biomedical Engineering and Sciences, IECBES 2014, 8-10 December, 2014, Kuala Lum... | 347,467 |
ST. JOHN’S, N.L. – Oil-dependent Newfoundland and Labrador’s unsettling record of overspending will get worse if the price of Brent crude keeps falling, warns its auditor general.
The province has racked up two straight deficit budgets with a third projected this year as falling oil prices threaten a surplus forecast f... | 24,852 |
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According to a report released earlier this month by the U.S. Centers for Disease Control and Prevention, the number of Americans made ill each year by bites from infected mosquitoes, ticks or fleas tripled from 2004 through 2016. In fact, infection rates spiked sharply in 2016 as a result of a Zika outbreak. CDC repor... | 395,986 |
TITLE: Number of roots in interval by Fourier
QUESTION [0 upvotes]: To bound from above the numbers of polynomial roots in the open interval, one can employ Fourier's theorem: evaluate each of the interval's endpoints over the given polynomial and all of its derivatives. Count number of times the signs in the resulting... | 28,959 |
TITLE: $u:E\to F$ is linear map between vector spaces. If $E$ or $F$ finite dimensional, then $u$ is compact? How?
QUESTION [0 upvotes]: This is related to Lang, Real and Functional Analysis Chpt XVII, sec 1.
"$u:E\to F$ is linear map between vector spaces. If $E$ or $F$ finite dimensional, then $u$ is compact."
$\tex... | 99,920 |
TITLE: Moore-Penrose pseudoinverse of the multiplication operator
QUESTION [3 upvotes]: Let $E=L^2(X,\mu)$ and $g\in L^{\infty}(X)$ be such that $g(x)\geq 0$ for all $x\in X$.
Consider the multiplication operator $M_g(f)=fg$ for all $f\in L^2(X,\mu)$.
Since $g(x)\geq 0$ for all $x\in X$, then $M_g\geq0$ (i.e. $M_g$ is ... | 38,698 |
TITLE: $\lim_{n \to \infty} (1 + 1/n^2)^n$, $\lim_{n \to \infty} (1 + C/n^\alpha)^n$, no logarithms
QUESTION [0 upvotes]: How would I go about computing the limit $\lim_{n \to \infty} (1 + 1/n^2)^n$ without using logarithms? I have tried messing around with the binomial theorem but I have not got anywhere. Also let $\a... | 55,455 |
So I got to go and photograph one of my favourite bands of all time on Tuesday night. How sick is that? It’s well sick mate. Legit.
It’s a shame that the lights didn’t really kick into full bung until after the three song rule (does anyone know why that’s a thing?) and that I idiotically forgot to set the aperture of m... | 351,169 |
TITLE: How many possible rankings in a game?
QUESTION [4 upvotes]: This is an interesting problem that I have no easy solution for, but an inkling that there may be one!
Consider an $n$ player game. If we disallow draws, we know that the number of permutations of $n$ players in that $n$ player game will be $n!$.
That'... | 5,009 |
\begin{document}
\begin{abstract}
A simple iterative scheme is proposed for locating the parameter
values for which a 2-parameter family of real symmetric matrices has
a double eigenvalue. The convergence is proved to be quadratic. An
extension of the scheme to complex Hermitian matrices (with 3
parameters... | 178,116 |
TITLE: Classification of projective representations in terms of linear representations of central extensions
QUESTION [0 upvotes]: Let $k$ be a field, and let $k^\times$ denote its multiplication group. Further let $\mathrm{PGL}(V,k)$ denote the projective general linear group of some vector space $V$ over the field $k... | 202,852 |
\begin{document}
\title{Quadratic-linear duality and rational homotopy theory of chordal arrangements}
\author{Christin Bibby, Justin Hilburn}
\date{}
\maketitle
\begin{abstract}
To any graph and smooth algebraic curve $C$ one may associate a ``hypercurve'' arrangement and one can study the rational homotopy theory... | 79,215 |
Supply chains and their effect on pleople, planet and profit; learning to make trade-offs
The Netherlands is renowned throughout the world for its expertise in trade, transport and logistics. Major ports in the Netherlands tranship enormous flows of goods and passengers to and from Europe and the rest of the world. Sup... | 15,649 |
Allan Loeb and Timothy Dowling wrote the script and Dennis Dugan, who has collaborated with Sandler on most of his films, will direct. The film will be produced under Sandler's production company Happy Madison and will be distributed by Columbia Pictures.
It will be shot between Los Angeles and Hawaii on the islands of... | 245,721 |
TITLE: Cancellation problem for Laurent polynomial rings and power series rings
QUESTION [4 upvotes]: Throughout, let $k$ be an algebraically closed field. For two $k$-algebras $A,B$ let us write $A \cong_k B$ to mean that $A,B$ are isomorphic as $k$-algebras.
It is known that if $A$ is an integral domain which is fini... | 198,840 |
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After Winding through deep alpine forested canyons, river trips on the Main Salmon, Middle Fork of the
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TITLE: Derived equivalences and complexes of injective modules
QUESTION [0 upvotes]: I have a question about derived equivalences:
Let $k$ be a field and $A$ and $B$ two finite dimensional algebras over $k$.
Let $F : D^-(A) \to D^-(B)$ be an equivalence of triangulated categories. Let $K^b(proj(A))$ (resp. $K^b(proj(B... | 177,911 |
\begin{document}
\title{Codes with Unequal Disjoint\\
Local Erasure Correction Constraints
}
\author{
Geonu~Kim,~\IEEEmembership{Student~Member,~IEEE,} and~Jungwoo~Lee,~\IEEEmembership{Senior~Member,~IEEE}
\thanks{
The authors are with the Institute of New Media and Communications,
Departm... | 180,650 |
This brand new show ‘Mom and Me’ will be staged this weekend 10th – 12th May at the Grand Cafe and Beach in Granger Bay, Cape Town.
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Hi friends!
I just wanted to pass along some info about a couple of opportunities to see me do some live painting.
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Court Says Tucson Woman Can Use Battered Woman Syndrome As Defense
A federal appeals court ordered a new trial for a Tucson woman, saying she was wrongly denied the chance to present evidence of battered woman syndrome in her defense against weapons charges.
Lashay Marie Lopez did not deny she used her identical twin s... | 345,200 |
\begin{document}
\title{Tensor products and direct limits of almost Cohen-Macaulay modules}
\author{Cristodor Ionescu and Samaneh Tabejamaat}
\maketitle
\date{}
\begin{abstract}
We investigate the almost Cohen-Macaulay property and the Serre-type condition $(C_n),\ n\in\mathbb{N},$ for noetherian algebras and... | 131,835 |
\begin{document}
\begin{abstract}
We introduce a notion of Rokhlin dimension for one para\-meter automorphism groups of $C^*$-algebras. This generalizes Kishimoto's Rokhlin property for flows, and is analogous to the notion of Rokhlin dimension for actions of the integers and other discrete groups introduced by the aut... | 34,777 |
TITLE: Does there exist a function such that $\lim_{x \to a} f(x) = L$ for all $a \in \mathbb R$ but $f(x)$ is never $L$?
QUESTION [10 upvotes]: Does there exist a function $f:\mathbb R \to \mathbb R$ such that $\lim_{x \to a} f(x) = L$ for
all $a \in \mathbb R$ but $f(x) \neq L$ for all $x$?
I found such a function... | 96,421 |
State Representative Makes Scene When a Colleague Briefly Touches His Arm
“Look, I’m a heterosexual.”By Gabriella Paiella
“Look, I’m a heterosexual.”By Gabriella Paiella
A glimpse into a truly unsettling corner of the internet.By Madeleine Aggeler
“I was racially and sexistly slurred by Captain Carri Weber” the officer... | 23,034 |
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Showing results for tags 'wwii'.
Found 7 results.
FS: Aires 1/48 Ju-88 A-4 Cockpit Detail Set
CJH posted a topic in Buy and sell - add scale to your title1/48 Aires Ju-88 A-4 Cockpit Detail Set (#4052) $22. Feel free to make an offer as well. -).
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Gun Camera photos from World War II.
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Ask your legislator to support these projects!
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LK150 knitters! Are you signed up for our November.
Saturday, October 19, 2019
November Machine Knitting Classes
Friday, October 18, 2019
November Knit & Nosh
Is it just us or are the days whizzing by faster and faster? Knit & Nosh is only two weeks away already, so mark your calendars and get ready to join us for an e... | 186,809 |
TITLE: $f-cyclic\Rightarrow f-indecomposable$?
QUESTION [1 upvotes]: I am looking for a proofverification, in the book that I am reading there is no proof for this statement. Bosch Linear Algebra page 223 f.
Let $V$ be a vectrospace over the field $F$ and $U$ a subspace, and $f$ an endomorphism $f:V\rightarrow V$.
$U$... | 165,564 |
\begin{document}
\begin{abstract}
Let $M_2$ be the semigroup of linear endomorphisms of a plane.
We show that the
space of idempotents in $M_2$ is a hyperboloid of one sheet,
the set of semigroup-theoretic inverses of a nonzero singular
element in $M_2$ is a hyperbolic paraboloid, and the set of nilpotent
elements... | 77,724 |
Getty Images
ARLINGTON, TX - SEPTEMBER 22: DeMarcus Ware #94 of the Dallas Cowboys celebrates a sack against Sam Bradford #8 of the St. Louis Rams with George Selvie #99 (left) and Jason Hatcher #97 at AT&T Stadium on September 22, 2013 in Arlington, Texas. (Photo by Ronald Martinez/Getty Images). | 21,766 |
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24 June 2019
Buckinghamshire Healthcare NHS Trust has taken the decision to temporarily close one of its community wards at Amersham Hospital to ensure that it can continue to keep its patients safe.
Whilst the Trust received a Good rati... | 398,817 |
[…]
We Officially Turned 10 Years Old!
Holy shit, I can’t believe this site has now existed for 10 years whole years, giving you our shitty opinions on punk bands I like and show reviews for a goddamn decade now… that’s like 90 in Internet Years. To put that in perspective George W Bush was president, the very first i... | 297,707 |
Asper-ated
I don't rightly care which "Family" completely controls all TV and newspapers in the country, believing as do that this kind of concentration of information assets is bad for almost everyone.
However, there are a few wrinkles in the Shaw buys CanWest story that interest me.
First is the claim that Shaw is be... | 108,023 |
Myles MacInnes (born 10 May 1978, Broadford, Isle of Skye, Scotland), better known by the stage name Mylo, is a Scottish electronic musician and record producer.[1]
MacInnes was educated at plans after high school and initially wanted to lay bricks in Australia, but was unable to obtain a visa.[2]
At the University of ... | 158,744 |
Brown Square Shaped 5” Jewelry Box in Bulk - Wholesale Wooden Jewelry Box/Trinket Box with Floral Motifs in White from India
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The artisan revisits the past while carving this box that impeccably enjoys an antique-look charisma. He delic... | 159,924 |
\begin{document}
\title[A variant of the prime number theorem]
{A variant of the prime number theorem}
\author[\tiny Kui Liu, Jie Wu \& Zhishan Yang]{Kui Liu, Jie Wu \& Zhishan Yang}
\address{
Kui Liu
\\
School of Mathematics and Statistics
\\
Qingdao University
\\
308 Ningxia Road
\\
Qingdao
\\
Shandong 266071
\\
C... | 83,596 |
Shanghai Ghetto By Jim Lane This article was published on 05.29.03 Documentarians Dana Janklowicz-Mann and Amir Mann recount a strange, largely neglected chapter in the history of the Holocaust: a colony of European Jewish refugees who managed to make their way to Shanghai in the 1930s, where they lived in surprising f... | 124,710 |
From the quiz on 24/11/15. Download the image for Q5 here.
What is the common name of the seaweed Porphyra umbilicaulis, which is boiled, dipped in oatmeal and fried to make a traditional Welsh delicacy? Laver
What fruit flavour is the Japanese liqueur Midori? Melon (specifically: muskmelon and yubari melon)
In which A... | 306,634 |
\begin{document}
\begin{abstract} We extend Grothendieck topologies on commutative algebras to the category of all Azumaya algebras and we show that the functor assigning to an Azumaya algebra $A$ the set of all algebra maps $R \rTo A$ from a fixed $\C$-algebra $R$, is a sheaf for all such Grothendieck topologies co... | 9,307 |
The Crimean war
A holy war of an unusual kind
A war in which two Christian countries fighting a third claimed Islam as their ally
Crimea: The Last Crusade. By Orlando Figes. Allen Lane; 575 pages; £30. To be published in America by Metropolitan in April as “The Crimean War: A History”; $35. Buy from Amazon.co.uk, Amazo... | 207,863 |
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