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\begin{document} \begin{abstract} We prove, in all dimensions $n\geq 2$, that there exists a convex translator lying in a slab of width $\pi\sec\theta$ in $\R^{n+1}$ (and in no smaller slab) if and only if $\theta\in[0,\frac{\pi}{2}]$. We also obtain convexity and regularity results for translators which admit appropr...
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TITLE: log-likelihood of ito diffusion QUESTION [3 upvotes]: Consider a diffusion process: $ \text{d}X_t = f(X_t)\text{d}t + \text{d}W_t$ I've seen it given that the log-likelihood of the path is proportional to the Onsager-Machlup functional $ \int_0^T \left(\frac{1}{2} \left|\dot{x}-f(x)\right|^2+\frac{1}{2}\nabla_x\...
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TITLE: Polynomial bounds? QUESTION [2 upvotes]: Q1: Is the function $$\lceil{\lg n}\rceil!$$ polynomial bounded? Q2: Is the function $$\lceil{\lg\lg n}\rceil!$$ polynomially bounded? $$\lg = \log_2$$ Polynomially bounded: $f(n)$ is polynomially bounded if for some constants $a$ and $n$, $f(n) < cn^a$, for all $n$ great...
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TITLE: Proof. Theory graph. Please check. QUESTION [0 upvotes]: If graph $G = (V,E) $ where $|V| = n $ is connectivity then $ n-1 \le |E| $ My proof: The our thesis is: $ \forall G $ is connectivity $\Rightarrow$ $ n-1 \le |E| $ I prove that using 'reductio ad absurdum' $\neg (\forall G \mbox{ is connectivity }\Righ...
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\section{General properties of $D_4$-fields}\label{sec:d4fields} Recall that $D_4$ denotes the order-8 group of symmetries of a square, and a {\it $($quartic$)$ $D_4$-field} is a degree-$4$ field extension of $\Q$ whose normal closure has Galois group $D_4$ over $\Q$. We let $\rotation$ denote a $90^\circ$-rotation of...
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Citation: Gay SB, Sarti M, Amin P. Concave Margin Sign on CT as an Indication of Ascites. Radiology Case Reports. [Online] 2008;3:199. Spencer B. Gay, M.D.(Email: sbg2d@virginia.edu), and Marc Sarti, M.D., are in the Department of Radiology, University of Virginia Health System, Charlottesville, VA, USA. Parag Amin, M....
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Write about your XS650.: Hello, some more pics of my latest work. Started whit a 72 engine that was so bad done. Had to look around for a new frame and find it Sweden (calles). There is no stretch in the back and 53 degree front. Front fork is harley and so are the wheels. The rest I find on the internet and the paintw...
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- Easeful Death Is There a Case for Assisted Dying? Mary Warnock and Elisabeth Macdonald - Explains the main philosophical, ethical, medical and legal arguments for and against a change in the law covering assisted suicide and euthanasia - Presents a spectrum of widely differing opinions held by the public, doctors, a...
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Adware.Agent.PJT (also known as Adware.Agent.PJT Virus) is a potentially unwanted program detected by BitDefender as well as other anti-virus program. Adware.Agent.PJ.Agent.PJT is not a virus, it should not be allowed to run over on your system. Its actions and its characteristics are somehow like a virus. This program...
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MediaBrowser was an Internet software and new media company that partnered with and sold to leading brands and major corporations. MediaBrower’s products were affinity-branded and video-enabled Internet browsers based on the Microsoft Internet Explorer engine. These products represented a dramatic new level of customiz...
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LOS ANGELES (Jun. 26) Sunday by some 200 community activists. Desta, who escaped Ethiopia after months of imprisonment and torture, portrayed a worsening our wisdom and knowledge to survive. Our faith in God. “The life saving rescue of thousands of people who wish nothing more than to practice their religion in peace a...
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TITLE: Variance of Beta in the Normal Linear Regression Model QUESTION [3 upvotes]: Let $Y_1, Y_2, \ldots, Y_n$ represent response variables and let $x_1, x_2,\ldots, x_n$ be the associated explanatory variables. In the normal linear regression model, it's assumed that: $$Y_i \sim N(\alpha + \beta x_i, \sigma^2).$$ The...
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\section{The Spanier-Whitehead duals of $\LTE^{hF}$: examples from higher height}\label{sec:newxample} In this section, we fix a prime $p\geq 3$. We will work with the Honda formal group law $F_n$ of height $n=p-1$ over $\FF_{p^n}$. Our intention is to use the theory we have developed to calculate $D(\LTE^{hF})$ for...
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TITLE: Example of a Carnot machine made of a different physical system than a ideal gas? QUESTION [2 upvotes]: Anybody knows an example of a Carnot machine made with any different thing than a gas? For example wire or a magnet. I was wondering that since I read the Kardar's book on Statistical Mechanics. He says that a...
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One of the great things about buying cologne is that usually receive samples along with your purchase. In December I was in NY and stopped at MiN New York in Soho (love the store, but that’s another story). I received a few samples, a couple of them were from Kilian. Today I thought I would try out one of the samples, ...
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TITLE: Dimension (as an algebraic variety) of the symplectic group over a finite field QUESTION [1 upvotes]: The dimension of the symplectic group Sp(2n, F) is $2n^2+n$ if F is $\mathbb{R}$ or $\mathbb{C}$. I would like to know if the same is true if F is the algebraic closure of a finite field. To elaborate: if I unde...
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Attachment 29 January, 2013 at 9:22 pm If you move three doors down (without any disrespect to Asha) you will have to look at Fiona’s lovely shoes every other day or so, but your children will still be in the same street, and you won’t need a removal van. Are these advantages? Will you have the same landlady? Presumabl...
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Editor’s Note:Bishop Terry Steib, SVD, professed First Vows as a Divine Word Missionary in 1959 and was ordained to the priesthood in 1967.He was ordained as a bishop in 1984 and served as the Auxiliary Bishop of St. Louis before becoming the fourth Bishop of Memphis in 1993.He retired in 2016 and reflects below about ...
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Issues Playlists not persistent Playlists seem to randomly go away. Sometimes they will persist for days. Sometimes a day. Sometimes not even across a single reboot. I have looked for a relative Exaile directory to delete the contents in case there was a corrupt cache or something. Can't find it. Did not see a setting ...
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Description This a fuzzy little bunny tail butt plug. The plug is smooth and tapered for easy insertion. - Fuzzy and fun - Easy insertion Cute plug to watch your favorite little bunny hop or walk. Experience Level: beginner to experienced Dimensions: approximate overall size: 5″ long x 4″ wide base to tip of plug: 2.5”...
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Last Sunday Nora and her husband J.C. welcomed us into their beautiful home so that we could learn how to make the traditional party food Carne Fria, served sliced with crackers. It also makes a delicious snack or light meal. There was wine, and all kinds of yummies to munch on while we worked and home-made arroz con l...
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\begin{document} \maketitle \begin{abstract} Automatic sequences have many properties that other sequences (in particular, non-uniformly morphic sequences) do not necessarily share. In this paper we survey a number of different methods that can be used to prove that a given sequence is not automatic. When the seq...
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\section{Examples}\label{sec:examples} In this section, we discuss some interesting example computations. This serves to both show how calculations are done, and to provide some physical interpretation for the results. The computations performed in this paper are very similar to those in \onlinecites{1806.01279,1810...
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TITLE: How can I solve the functional equation $ f ( x + 1 ) + 1 = f \big( f ( x ) + 1 \big) $? QUESTION [6 upvotes]: Let $ \mathbb N = \{ 0 , 1 , 2 , \dots \} $. Find all the functions $ f : \mathbb N \to \mathbb N $ such that $$ f ( x + 1 ) + 1 = f \big( f ( x ) + 1 \big) $$ for all $ x \in \mathbb N $. I noticed, ...
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There’s clearly more to the Indian tea vendor than meets the eye. It's widely believed that Prime Minister Narendra Modi, who had a humble beginning, used to sell tea in his youth. This year, one tea seller became a web developer. Another from Kochi has travelled the world over with his wife, proving that if you really...
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Just before he died, Stephen Hawking predicted the ‘end of the universe’ Comments Off on Just before he died, Stephen Hawking predicted the ‘end of the universe’ Just before he died, Stephen Hawking was working on a groundbreaking study that predicted the end of the world and sought to prove the multiverse theory. His ...
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TITLE: Showing that $TAx = \alpha Ax + x$ QUESTION [1 upvotes]: Let $T$ be a closed, distributive operator on a Banach space $X$, and let $\alpha$ be a fixed point of $\omega(T)$, where $\omega(T)=\mathbb{C}\setminus \sigma(T)$, i.e. $(\alpha1-T)^{-1}$ exists. Now define $A=(T-\alpha1)^{-1}$, then $A$ is a one-to-one m...
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\begin{document} \maketitle \begin{abstract} In this paper, we study the stochastic heat equation in the spatial domain $\R^d$ subject to a Gaussian noise which is white in time and colored in space. The spatial correlation can be any symmetric, nonnegative and nonnegative-definite function that satisfies {\it Dalang's...
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\begin{document} \title{Harmonic algebraic curves and noncrossing partitions} \author[Martin, Savitt and Singer]{Jeremy Martin, David Savitt, and Ted Singer} \address{Jeremy L. Martin, Department of Mathematics, University of Kansas, 405 Snow Hall, 1460 Jayhawk Blvd., Lawrence, KS 66045} \email{jmartin@math.ku.edu} \a...
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TITLE: What is the smallest distance between a line segment and a cylinder? QUESTION [0 upvotes]: Given a cylinder at origin represented by its radius and length (no rotation to simplify the problem), what is its minimum distance to a point on a line segment? So far I managed to create a function that calculates the di...
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Since Joshua Bordner committed to Boston College last week, Joe Boisture has de-committed and a third quarterback, Chase Rettig of San Clemente, Calif., has picked up an offer. football — Bordner watches from the sidelines Premium Content Subscribe today to read the full article and get everything Rivals has to offer. ...
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\begin{document} \maketitle \begin{abstract} For $\lambda \in \mathbb{Z}$, let $\lambda \cdot A = \{ \lambda a : a \in A\}$. Suppose $r, h\in \mathbb{Z}$ are sufficiently large and comparable to each other. We prove that if $|A+A| \le K |A|$ and $\lambda_1, \ldots, \lambda_h \le 2^r$, then \[ |\lambda_1 \cdot A ...
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TITLE: A polynomial whose roots form an arithmetic progression QUESTION [3 upvotes]: Let $f$ be a fourth degree polynomial whose roots form an arithmetic progression. Prove that $f'$'s roots also form an arithmetic progression. I didn' t make much progress, I just wrote $f(x) =a(x-b-r) (x-b-2r)(x-b-3r)(x-b-4r)$ and I t...
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9 July 2016, 14:31 GMT BEIJING (Sputnik) — The incident happened at 11 am local time (03:00 GMT) and the estimated size of the burst is 10 meters (32 feet), Xinhua news agency. No casualties has been reported yet. Over 150 million have been evacuated across the country, the flooding affected 1,200 districts in 26 provi...
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:: Derivation of Commutative Rings \& {L}eibnitz Formula for Power of :: Derivation :: http://creativecommons.org/licenses/by-sa/3.0/. environ vocabularies ARYTM_3, VECTSP_1, ALGSTR_0, TARSKI, NAT_1, MESFUNC1, VECTSP_2, STRUCT_0, SUBSET_1, SUPINF_2, GROUP_1, POLYNOM1, POLYNOM3, FUNCSDOM, HURWITZ, FINSEQ...
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Yoan it is important to go through grueling and exhausting preparation periods before every fight. "That actually makes it easier for me. I don't get that nervous if it isn't all going my way to begin with." Next week, the Cruiserweight World Champion is leaving for training camp. In Kienbaum, close to Berlin, the Cuba...
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I was walking around Chelsea when I found a little boutique which had some amazing things inside it, like this skirt. This is from Belcci Fashion, but I can't remember where this little hidden boutique was. (Sad moments.) But at least I have this beautiful skirt. I only payed £60 for it. I love the bright pink colour, ...
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- This event has passed. NYJO Ambassadors Sextet at Parbold Douglas Music September 21 @ 7:45 pm - 9:30 pm Event Navigation Our NYJO Ambassadors Sextet is a bijoux showcase for some of the best up-and-coming young musicians the industry, stepping out of the NYJO’s 24-piece Jazz Orchestra setting to bring you the brilli...
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I met Erin at the Hollywood Celebrities Show. Erin was a great guest. She had a nice selection of 8x10's. When I asked for a picture with her, she responded that pictures were free. Erin has done other shows, so this was not a rookie mistake. She actually does not charge for pictures with her. That might sound normal, ...
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TITLE: A Step in Calculating the Cup Product on $\mathbf RP^n$ QUESTION [1 upvotes]: We write $P^k$ to denote $\mathbf RP^k$ and always work with $\mathbf Z/2\mathbf Z$ coefficients. On pg 221 of Hatcher's Algebraic Topology, there is the following diagram Here by $P^{i-1}$ we mean the subspace of $P^n$ consisting of ...
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DARLING HARBOURS BEST From humble beginnings Blue Fish originated from just a small cafe. Its now one of Darling Harbours, best known and loved Restaurants by Sydney siders and regular travellers alike. Our customers range from people who came here on a first date who now have kids, and we’re starting to see their kids...
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Relax in the comfort of this designer's own special beach cottage. Two-bedroom house has quiet "getaway" spaces to enjoy the tranquility of this unique location. House is bright and airy, the furnishings crisp and summery. Featured in Country Living and Country Home magazines. Located close to villages, beaches and res...
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The Alphabet Of Lost Pubs A-C Sometimes I find myself walking the streets looking for a pub. I am seeking an enclave of civility as a refuge from the barbarity of the city, a friendly bar where the publican lives upstairs and the residents of the street congregate. I am looking for a local. Oftentimes, in accumulating ...
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Nadine & JarrodThere is something oh so dreamy about Nadine and Jarrod’s wedding day. The bay providing the most stunning backdrop, the newlyweds bathed in soft golden light and a love story that gathered their closest friends and family in a beach side town. All captured beautifully by Fifteen Photography.Nadine tells...
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Do you remember your first holiday romance? Taylor does, the only problem is her sister is now marrying him…. The film stars grammy Nominee Leona Lewis, Annabel Scholey, Hannah Arterton, Katy Brand and Giulio Berruti. It was directed by Max Giwa and Dania Pasquini (Street Dance series). The film is now available on VOD...
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\begin{document} \title[Integral operators on lattices]{Integral operators on lattices} \author{Aiping Gan} \address{School of Mathematics and Statistics, Jiangxi Normal University, Nanchang, Jiangxi 330022, P.~R. China} \email{ganaiping78@163.com} \author{Li Guo} \address{Department of Mathematics and Computer Sci...
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TITLE: Are $\mathrm{arccot}(x)$ and $\arctan(1/x)$ the same function? QUESTION [12 upvotes]: In my textbook it asks for me to: Prove that there is no constant $C$ such that $\text{arccot}(x) - \text{arctan}(\frac{1}{x}) = C $ for all $x \ne 0$. Explain why this does not violate the zero-derivative theorem. But I believ...
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TITLE: $\lim_{n\rightarrow \infty} n \sum^\infty_{k=n} \frac1{2k(2k+1)}=\frac14$? QUESTION [9 upvotes]: This isn't a homework problem, just something that came up while I was studying measure theory. It is well known that the limit of the tails of any convergent series goes to 0. However, the problem that I have asks f...
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\begin{document} \title{Fast Numerical Nonlinear Fourier Transforms} \author{Sander Wahls, \IEEEmembership{Member, IEEE,} and H. Vincent Poor, \IEEEmembership{Fellow, IEEE}\thanks{S. Wahls is with the Delft Center for Systems and Control, Delft University of Technology, Mekelweg 2, 2628 CD Delft, The Netherlands. Em...
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\begin{document} \title{Margulis' Super-Rigidity Theorem for non-lattices} \author{Uri Bader} \author{Alex Furman} \maketitle \begin{abstract} We give a Super-Rigidity theorem a la Margulis which applies for a wider class of groups. In particular it applies to subgroups which are not assumed to be lattices in t...
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TITLE: Show completeness of general Gaussian POVM QUESTION [1 upvotes]: In Continuous-Variable quantum information, a general Gaussian measurement is described by the POVM elements (say on a single mode for simplicity) $$ \Pi(\alpha) = \frac{1}{\pi} D(\alpha) \Pi^0 D^{\dagger}(\alpha)$$ where $D(\alpha)$ is the displac...
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We're starting a new blog series about how people are using Logos 5 for their passion projects and other interesting endeavors. If Logos Bible Software plays an important part in the work you do, we want to hear about it. Leave us a comment in this thread about how you're using Logos. Perhaps we'll feature you in the H...
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\section{\compress} \label{sec:compress} The core subroutine of \compresspp is a new meta-procedure called \compress that, given a halving algorithm \halve, an \osname \ossymb, and $n$ input points, outputs a thinned coreset of size $2^\ossymb \sqrt{n}$. The \compress algorithm (\cref{algo:compress}) is very simple...
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zero rule of product For real and complex numbers , and more generally for elements of an integral domain , a product equals to zero if and only if at least one of the equals to zero. For two elements and , we have For example, this rule can be used in solving polynomial equations: The used sign “” is the logical or.
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- Potato Filling Cooked by: Chef / Last Modified: 3/24/2004 / Base: Vegetables / Number of Servings: 50 Ingredients: 500 Gram(s) Potatoes; peeled and diced 15 Milliliter(s) Cooking oil 15 Milliliter(s) Butter 2 1/2 Milliliter(s) Mustard seeds 1 medium Onion, chopped 2 1/2 Milliliter(s) Borrie (tumeric) 2 1/2 Millilite...
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Canada Unemployment Rate Signals End Of Trudeau's Political Honeymoon: Opposition Parties . No backup plan? backup plan. The NDP, meanwhile, wants the government to bolster the employment insurance system and work to stimulate job growth. Conservative finance critic Lisa Raitt says Canadians can't trust the Liberal gov...
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Sadly, the parade will probably not come to WDW any time in the near future. However, do not despair just yet...Disney still cares about us! Disney's Electrical Parade, a modified version of the MSEP (some new floats, but the same music) is currently running at Disney's California Adventure at the Disneyland Resort, an...
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\begin{document} \title[Geometric Equivalence]{On Geometrically Equivalent $S$-acts} \author{Yefim Katsov} \address{\textit{Department of Mathematics and Computer Science}\\ \textit{Hanover College, Hanover, IN 47243--0890, USA}} \email{\textit{katsov@hanover.edu}} \subjclass{Primary 20M30, 20M99; Secondary 08C05, 20M5...
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TITLE: Prove that $f$ is a multiplicative function and calculate the Summatory Function QUESTION [1 upvotes]: Define $f(n)$ as $1$ if $n$ is odd, and $3$ if $n$ is even. So i have $f(odd) = 1$ and $f(even) = 3$ If a function $f$ is multiplicative then if $gcd(m,n) = 1$ then $f(m * n) = f(m) * f(n)$ This seems like it i...
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Greg Appleyard wrote: > The source of RNA is virus. The virus does not have a integrated > pro-viral DNA form and is normally double stranded. > I agree that contamination is a likely possibility for our results but > it is not the only one. > The amplified bands we see are of the expected size. Are you purifiying the ...
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TITLE: Finding fix point of an integral operator T QUESTION [2 upvotes]: I'm trying to find the fix point of the operator $T(f) = \int_0^x f(y) (1/2 + y/2)/ dy$. My approach is to put $Tf = f(x)$ and taking the derivative $d/dx$ of each side, which give me $$ f(x)(1/2 + x/2) = df/dx$$ which is a separable ODE, with t...
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A Garden of Dreams Wedding Chapel Get paper and pencil ready, as we go through the 7 questions you should ask, when visiting wedding venues. Ready? Click on the arrow, to listen to Joanna, our virtual agent. Arkansas In Eureka Springs A Garden of Dreams Wedding Chapel ©2019 | All Rights Reserved
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TITLE: A limit with $((n-1)!)^{1/(n-1)}$ and other roots of factorials QUESTION [1 upvotes]: How to prove that the following limit is positive? $$ \lim_{n \to \infty}\left(((n-1)!)^{1/(n-1)}-2\left(\frac{((n-1)!)^3}{(2n-2)!}\right)^{1/(n-1)}\right) >0,$$ where $ n\in \mathbb Z, n>1 $ REPLY [0 votes]: Actually, if ...
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Your computer will kill you: part 1063 Cooked VDU cases are baaad Chemicals used in the making of VDU cases could be causing illness and allergies in office workers according to a new study reported in the journal Environmental Science and Technology. The report says that new computers are the worst offenders, and coul...
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= = = = TRANSCRIPT: September 27, 2018 Interview – Prepare for Change-Benjamin Fulford: “Kavanaugh = Military Tribunals” Thanks to Mary and Erica for their help with the transcript! = = = = = ongoing secret war for control of planet Earth. Benjamin’s website at benjaminfulford.net is completely independent and subscrib...
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This is a 16 round factory magazine for the Springfield XD 9MM subcompact. The included sleeve is the XD Black Sleeve (XD5003). WARNING: This product can expose you to Lead, which is known to the State of California to cause cancer and birth defects or other reproductive harm. For more information go to – Eric Spiess –...
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My own choice During the week i enjoy watching Escape to the Country on BBC at 16:00 Dutch time. I do notice the usual reasons people give for deciding to move to a house in the country. Peace and quiet. Not that much traffic. Sitting in a quiet corner, one’s own road up to the house. Several acres of country surroundi...
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7 George Street March 2012 7 George Street is known as The Chestnuts. It was listed by the former Ministry of Works in October 1952 as Grade II*, a particularly important building of special interest. The house dates from the later part of the 18th century and is built of red brick, with architectural features called q...
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Mayor Rob Ford strikes again! Toronto's controversial political leader wanted to help people prepare for Daylight Saving Time on Sunday, instructing his Twitter followers to "turn your clocks back" when they actually should have done the opposite. About 30 minutes later, the mayor deleted his flubbed tweet, replacing i...
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In an effort with Dime, a new Vans collection was released to the public. It's reported the sneakers were designed in celebration of a former model from the pair, the 'Slip-On Pro.' To ensure that consumers are aware of the partnership, Vans and Dime include both of its labels on the sneakers, however despite doing so,...
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TITLE: Can one deduce Liouville's theorem (in complex analysis) from the non-emptiness of spectra in complex Banach algebras? QUESTION [84 upvotes]: As you probably know, the classical proof of the non-emptiness of the spectrum for an element $x$ in a general Banach algebra over $\mathbb{C}$ can be proven quite easily ...
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TITLE: Limits applications in geometric problem QUESTION [3 upvotes]: We have the following situation The goal is to find $$\lim_{a \to b } \frac{a-b}{c-d} $$ Thought As $a $ tends to $b$ then we see we are gonna have a rectangle which means that $2 \alpha $ is gonna tend to $ \frac{\pi}{2}$. In other words, $\alpha $...
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Investing In Gold For Dummies Is gold a good financial investment right now? The gold market climbed above the $2,000 an ounce level in March for the very first time given that August 2020, in reaction to Russia’s invasion of Ukraine in late February. Geopolitical unpredictability increased the precious metal’s beauty ...
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