A vast unseen force, more expansive than gravity, seems to connect galaxies separated by vast distances.

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A controller with a width of only 28.6 mm provides complete control(CK3E)

High-speed, high-precision motion controller plus PC - in one box(NY51[]-A)

Multi-axis control with a fastest servo cycle time of 50 μs/5 axes enables precision machining(CK3M-CPU1[]1)

Various encoder interfaces and high-speed multi-axis control by analog commands for precise machine operation(CK3W-AX[][][][][])

Reducing required design work through unified power supply voltage(R89F-M)

Reducing required design work through unified power supply voltage(R89F-D)

When you think of golf training products do you think of training aids? Or do you think of products that work directly on some facet of your game... be it mental, physical or mechanical?

This article explains how, when, and why we should use sunscreen. It is direct and easily understood, yet offers a tremendous amount of information in which one can relate. It explains "SPF", UV-A and UV-B sun rays, what the differences are and why these differences make it important to buy the right sunscreen.

Tax time is approaching. Remind your readers to get ready.

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The post The Benefits of Dental Prophylaxis appeared first on RSS News Feed.

Collaborative software platform will enable the electrical products distributor to more easily track, manage, accrue, and claim against rebate agreements with hundreds of suppliers

The US Navy Veterans Mesothelioma Advocate is urging a Navy Veteran with just diagnosed mesothelioma or their family please call 800-714-0303 for direct access to attorney Erik Karst of Karst von Oiste to discuss compensation. Get better results.

Taxi & Tow for a Safe New Year: Morris, King, & Hodge P.C.

The book became immediately bestseller on Amazon and also many other bookstores

CXS by Bioionix Destroys Listeria in Meat and Cheese Plants!

Affordable Deals Now Offered on Popular Certified Pre-Owned Apple® Devices

Remove All Unwanted Face and Body Hair with Minimal Pain and Discomfort

The law firm will provide a free ride home for people who have been drinking in Huntsville, and a tow for their vehicle, this New Year's Eve.

Praxis Mutual Funds strongly urges the SEC to reconsider the proposed rules

Stylepick has built a revolutionary system based on B2B wholesale clothing in the USA both for the wholesale clothing vendors and wholesale buyers

Does history repeat? Many of us, no doubt, remember the crash of the doc.com bubble back in 2000, and at least one analyst sees that pattern repeating before our eyes. Will Meade, who built his reputation in stock analysis with Goldman Sachs, believes that the current rally is only temporary, and that the markets are likely to fall again in 2H20 – by as much as 40%.Meade points that, like in 2000, we have the risk and uncertainty of a Presidential election coming up, and then adds, “The NASDAQ in 2000 did a similar bear market bounce as stocks this year — dropped 40%, then bounced 42% off the bottom retracing 61.8% of its drop. It stalled then fell 43%, making a new low four months later.” If Meade is right, then the true market bottom is due to hit us in late July or early September.The analyst is not all doom and gloom, however. While he is predicting bad news and tough times for the stock markets, he also points out that investors can act now to buffer their personal positions. His advice: move to liquid assets and build a cash savings buffer.Shoring up the savings account is only part of a strong defensive strategy. Investors can also shift their portfolio toward dividend stocks, relying on the steady income from the dividend payments to compensate for lower share price appreciation.We’ve used TipRanks database to find three high-yielding stocks that offer reliable payments – and all three have gotten the thumbs up from Maxim analyst Michael Diana.Ellington Financial, Inc. (EFC)We’ll start in the financial sector, with a small-cap company in the mortgage finance niche. Ellington operates as an investor, putting money into consumer loans, equity investments, mortgage backed securities, and both residential and commercial mortgages. It’s a standard portfolio for a mortgage-focused real estate investment trust.As an REIT, Ellington naturally offers a high dividend. REITs are required to a return a high percentage of profits to investors, and dividends are a sure way to comply with that regulatory provision. In response to the COVID-19 epidemic, and consequent economic damage, Ellington had to reduce its monthly payment starting with the April 29 payout. However, the company is maintaining a 54% payout ratio – returning more than half of earnings to investors. The 8-cent per share payment annualized to 96 cents, and offers investors a yield of 10%.Right now, the Fed’s key interest rate is down to the 0 to 25 basis point range, and Treasury bonds are yielding less than 1%. Even among dividend stocks, the average yield is just 2%. So, EFC’s 10% dividend yield is a fantastic return. Looking ahead, the company is expected to show 40 cents per share in earnings for Q1, more than enough to maintain the new monthly dividend.Maxim’s Michael Diana has tagged EFC as a ‘top pick,’ particularly noting the company’s strong management team: "Managing an mREIT even in 'normal' times is a difficult task, as the manager must balance leverage, prepayment protection, interest income, hedging, and diversity of financing sources to position the investment portfolio to withstand unexpected shocks without giving up too much income. When an unexpected shock does occur, crisis management skills are required to dynamically hedge and reposition the portfolio. We have followed EFC longer than any other analyst and, in our view, EFC management possesses all of these skills."Diana puts an $18 price target on EFC shares, implying a whooping 82% upside potential that fully supports his Buy rating. (To watch Diana’s track record, click here)Wall Street agrees with Diana’s assessment here. The analyst consensus on this stock is a Strong Buy, and it is unanimous, based on 4 Buy reviews set in recent weeks. Shares are selling at a comfortable entry point, just $9.87, and the average price target of $14.38 suggests room for a robust 46% upside growth this year. (See Ellington stock analysis on TipRanks)AGNC Investment (AGNC)Based in the Maryland suburbs of Washington DC, AGNC is another REIT. The company’s portfolio is centered on residential mortgage-backed securities, but with a twist. Most of AGNC’s portfolio investments are guaranteed by the US government. The company’s portfolio includes $70.7 billion in such agency-supported securities, out of a total value of $93 billion.AGNC reported fiscal Q1 earnings at the end of April, and beat the forecast on EPS. Per-share earnings came in at 57 cents, based on $65 million in net interest income. The income interest figure is down significantly from the previous quarter, reflecting the economic troubles caused by the COVID-19 pandemic. On a positive note, AGNC’s cash holdings increased 55% in the first quarter, reaching $1.29 billion by March 31.A solid cash position and safe guarantees on the portfolio make AGNC an attractive investment, and the reliable monthly dividend adds icing to that cake. Like EFC above, AGNC lowered its monthly payment in Q1. The new payment is 12 cents per share per month, which annualized to $1.44 and gives a strong yield of 11.5%. At 63.2%, the payout ratio shows that the dividend is easily sustainable at current income levels – and has room to raised back to previous rates when conditions warrant.Diana is bullish on this stock and upgrades his rating from Hold to Buy. The analyst noted, "While turmoil in the mortgage markets at the end of March resulted in losses and lower book values for all mREITs, AGNC was able to meet all of its margin calls and, importantly, take relatively fewer realized losses, and therefore retain more earnings power post-turmoil. This is why we believe the dividend, currently yielding 11.7% (vs. ~5% for peers) is safe."Along with the Buy rating, Diana gives AGNC a $15 price target, indicating a potential for 20% upside appreciation in the coming 12 months.The analysts are somewhat cautious on AGNC, a sentiment caught by the 8 to 3 split between Buy and Hold reviews. The consensus rating on the stock remains a Moderate Buy, while the $14.53 average price target implies a 14% upside potential. (See AGNC stock analysis on TipRanks)Manhattan Bridge Capital (LOAN)Last on our list is a NYC-based micro-cap lending company, Manhattan Bridge Capital. The company offers short-term financing and collateralized loans. Typical collateral includes real estate and tradeable stock, and the loans are usually used as first mortgages. LOAN originates, services, and manages its loan portfolio, and most of its customers are professional real estate investors and developers.The coronavirus epidemic has hurt real estate development and construction – exactly the type of projects that LOAN finances – in general, but that hit has been especially hard in New York City. At both the State and City levels, lockdown restrictions have been severe, and the mortgage loan environment is described by Diana as ‘challenging.’On a positive note, LOAN has covered its quarterly dividend payment, despite lower Q1 earnings. At 11 cents per share, the quarterly dividend annualized to 44 cents and offers investors a yield of 10.8%. Again, this compares favorably to most investment return yields out there.The high dividend yield alone makes this an attractive investment opportunity, but Diana also points out the stability of Manhattan Bridge’s portfolio, writing, “LOAN has never had to foreclose on a property and has never experienced a loan default.”With the stable portfolio in mind, Diana goes on to say, “We believe LOAN deserves to trade at a P/E premium to [peers] because of its: 1) lower leverage; 2) higher profitability; 3) better credit quality; 4) lower earnings volatility; and 5) dividend growth (which is possible in 2021, in our view, if the environment improves and stabilizes).”Diana’s $6 price target on the stock implies a healthy 46% one-year upside potential, and fully backs his Buy rating on the stock. Diana’s is the only recent Wall Street review of this stock – but should his thesis prove correct, expect LOAN to attract both stock analysts and investors in the near future. It offers a low cost of entry with a high potential return – an unbeatable combination. (See LOAN stock analysis on TipRanks)To find good ideas for dividend stocks trading at attractive valuations, visit TipRanks’ Best Stocks to Buy, a newly launched tool that unites all of TipRanks’ equity insights.

One of the biggest areas of CARES Act that benefits businesses is the Paycheck Protection Program (PPP). With big benefits, comes many questions around one detail specifically: loan forgiveness.
Which loan expenses are forgivable?
According to the CARES Act, if… Read More

The post Using PPP Loan Proceeds to Maximize Loan Forgiveness appeared first on Anders CPAs.

When you try to develop a machine learning application that affects people, you quickly learn that fairness is far more complex than we usually think, and also that fairness almost always requires us to make difficult trade-offs

It seems important to me that devs spend a lot of time on nurturing their game community before launch. But many can't or don't. Here's advice on how you can do a better job! ...

I am a firm believer in The 7 Habits of Highly Effective People, by Stephen Covey. If you've not read this book, it is worth the time. I mention this because my focus at BA Insight is around Covey's second habit, which is, "Begin with the end in mind." Seems simple, right? Well it is, but it's also quite rare. When approaching any enterprise search project, at any phase, I always try to come back to this idea. What is success? When are we done? What does finished look like? These are all different ways of saying, "Make sure you have goals!"

As more and more people participate in the digital economy, there is a need for countries to develop a framework to regulate and to get a 'fair' share of taxes from the revenues generated by such businesses.

If rulers can change the law to suit themselves, the rule of law does not exist, even if the laws are applied uniformly to the rest of society.

The current slump in the stock market presents an opportunity to accumulate more mutual fund units.

Axis Bank Q4 results: Net loss at Rs 1,388 cr on Covid-19 provisions

Tech investments aimed at making Jio a solid digital company: Axis Securities

‘This deal will probably give Jio access to a lot of enterprise software providers’

‘Demand environment, supply opportunity and currencies are the three major drivers for pharma’

Using CSS3 transitions, transforms and keyframes to produce a 3D Dymaxion Map of the Earth's surface.

A CSS3 Animated Dymaxion Map that works in IE10.

In this work, we study dynamic properties of classical solutions to a homogenous Neumann initial-boundary value problem (IBVP) for a two-species and two-stimuli chemotaxis model with/without chemical signalling loop in a 2D bounded and smooth domain. We successfully detect the product of two species masses as a feature to determine boundedness, gradient estimates, blow-up and $W^{j,infty}(1leq jleq 3)$-exponential convergence of classical solutions for the corresponding IBVP. More specifically, we first show generally a smallness on the product of both species masses, thus allowing one species mass to be suitably large, is sufficient to guarantee global boundedness, higher order gradient estimates and $W^{j,infty}$-convergence with rates of convergence to constant equilibria; and then, in a special case, we detect a straight line of masses on which blow-up occurs for large product of masses. Our findings provide new understandings about the underlying model, and thus, improve and extend greatly the existing knowledge relevant to this model.

Axial algebras are non-associative algebras generated by semisimple idempotents whose adjoint actions obey a fusion law. Axial algebras that are generated by two such idempotents play a crucial role in the theory. We classify all primitive 2-generated axial algebras whose fusion laws have two eigenvalues and all graded primitive 2-generated axial algebras whose fusion laws have three eigenvalues. This represents a significant broadening in our understanding of axial algebras.

A natural problem in the context of the coupon collector's problem is the behavior of the maximum of independent geometrically distributed random variables (with distinct parameters). This question has been addressed by Brennan et al. (British J. of Math. & CS. 8 (2015), 330-336). Here we provide explicit asymptotic expressions for the moments of that maximum, as well as of the maximum of exponential random variables with corresponding parameters. We also deal with the probability of each of the variables being the maximal one.

The calculations lead to expressions involving Hurwitz's zeta function at certain special points. We find here explicitly the values of the function at these points. Also, the distribution function of the maximum we deal with is closely related to the generating function of the partition function. Thus, our results (and proofs) rely on classical results pertaining to the partition function.

We give a simple proof of the strong maximum principle for viscosity subsolutions of fully nonlinear elliptic PDEs on the form $$ F(x,u,Du,D^2u) = 0 $$ under suitable structure conditions on the equation allowing for non-Lipschitz growth in the gradient terms. In case of smooth boundaries, we also prove the Hopf lemma, the boundary Harnack inequality and that positive viscosity solutions vanishing on a portion of the boundary are comparable with the distance function near the boundary. Our results apply to weak solutions of an eigenvalue problem for the variable exponent $p$-Laplacian.

A subset of vertices in a graph $G$ is called a maximum dissociation set if it induces a subgraph with vertex degree at most 1 and the subset has maximum cardinality. The dissociation number of $G$, denoted by $psi(G)$, is the cardinality of a maximum dissociation set. A subcubic tree is a tree of maximum degree at most 3. In this paper, we give the lower and upper bounds on the dissociation number in a subcubic tree of order $n$ and show that the number of maximum dissociation sets of a subcubic tree of order $n$ and dissociation number $psi$ is at most $1.466^{4n-5psi+2}$.

In this note, we establish a local maximum principle along Ricci flow under scaling invariant curvature condition. This unifies the known preservation of nonnegativity results along Ricci flow with unbounded curvature. By combining with the Dirichlet heat kernel estimates, we also give a more direct proof of Hochard's localized version of a maximum principle given by R. Bamler, E. Cabezas-Rivas, and B. Wilking on the lower bound of curvature conditions.

Let $G=(V,E)$ be a finite graph and $M_G$ be the centered Hardy-Littlewood maximal operator defined there. We found the optimal value $C_{G,p}$ such that the inequality $$Var_{p}(M_{G}f)le C_{G,p}Var_{p}(f)$$ holds for every every $f:V o mathbb{R},$ where $Var_p$ stands for the $p$-variation, when: (i)$G=K_n$ (complete graph) and $pin [frac{ln(4)}{ln(6)},infty)$ or $G=K_4$ and $pin (0,infty)$;(ii) $G=S_n$(star graph) and $1ge pge frac{1}{2}$; $pin (0,frac{1}{2})$ and $nge C(p)<infty$ or $G=S_3$ and $pin (1,infty).$ We also found the optimal value $L_{G,2}$ such that the inequality $$|M_{G}f|_2le L_{G,2}|f|_2$$ holds for every $f:V o mathbb{R}$, when: (i)$G=K_n$ and $nge 3$;(ii)$G=S_n$ and $nge 3.$

Several problems of artificial intelligence, such as predictive learning, formal concept analysis or inductive logic programming, can be viewed as a special case of half-space separation in abstract closure systems over finite ground sets. For the typical scenario that the closure system is given via a closure operator, we show that the half-space separation problem is NP-complete. As a first approach to overcome this negative result, we relax the problem to maximal closed set separation, give a greedy algorithm solving this problem with a linear number of closure operator calls, and show that this bound is sharp. For a second direction, we consider Kakutani closure systems and prove that they are algorithmically characterized by the greedy algorithm. As a first special case of the general problem setting, we consider Kakutani closure systems over graphs, generalize a fundamental characterization result based on the Pasch axiom to graph structured partitioning of finite sets, and give a sufficient condition for this kind of closures systems in terms of graph minors. For a second case, we then focus on closure systems over finite lattices, give an improved adaptation of the greedy algorithm for this special case, and present two applications concerning formal concept and subsumption lattices. We also report some experimental results to demonstrate the practical usefulness of our algorithm.

In this paper we analyze a continuous version of the maximal covering location problem, in which the facilities are required to be interconnected by means of a graph structure in which two facilities are allowed to be linked if a given distance is not exceed. We provide a mathematical programming framework for the problem and different resolution strategies. First, we propose a Mixed Integer Non Linear Programming formulation, and derive properties of the problem that allow us to project the continuous variables out avoiding the nonlinear constraints, resulting in an equivalent pure integer programming formulation. Since the number of constraints in the integer programming formulation is large and the constraints are, in general, difficult to handle, we propose two branch-&-cut approaches that avoid the complete enumeration of the constraints resulting in more efficient procedures. We report the results of an extensive battery of computational experiments comparing the performance of the different approaches.

In this paper, we present a novel MaxSAT-based technique to compute Maximum Probability Minimal Cut Sets (MPMCSs) in fault trees. We model the MPMCS problem as a Weighted Partial MaxSAT problem and solve it using a parallel SAT-solving architecture. The results obtained with our open source tool indicate that the approach is effective and efficient.

Warm summer nights are on the way.…

The present invention relates to a compound of formula A, wherein R is alkyl. Compound A may be used as an intermediate in the preparation of O-desmethyl venlafaxine or a salt thereof, and the present invention provides such a preparation, as well as a process for preparing the compound of formula A.

An apparatus and method for moving a wire along its own axis against a high resistance to its motion causing a substantial uniaxial compression stress in the wire without allowing it to buckle. The apparatus consists of a wire gripping and moving drive wheel and guide rollers for transporting the moving wire away from the drive wheel. Wire is pressed into a peripheral groove in a relatively large diameter, rotating drive wheel by a set of small diameter rollers arranged along part of the periphery causing the wire to be gripped by the groove.