Among the 48 active cases, maximum 31 are in the unit that guards the Delhi Metro followed by 13 in the Mumbai international airport guarding unit. The maximum rise in cases, at 10, over the last 24 hours has also been reported from the Delhi Metro guarding unit. The force is tasked to guard civil airports (63 at present) in the country and vital infrastructure.

A CSS ONLY answer for 'max-width' in IE6. No javascript or Microsoft expressions.

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.

CUMULUS MEDIA Classic Rock WXMX  (98.1 THE MAX)/MEMPHIS, TN and the MEMPHIS MADE BREWING CO. are teaming up with AJAX DISTRIBUTING COMPANY of MEMPHIS to help hospitality workers … more

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.

Methods and devices for minimizing and maximizing displayed output associated with applications are provided. More particularly, an application presented as two or more pages in a portrait mode can be minimized to present one of the two or more pages following a minimization operation. The page that continues to be displayed can comprise a primary or preferred page, while the page that is dismissed can comprise a secondary or ancillary page. With respect to a maximization operation received with respect to a page of an application results in the display of an additional page associated with that application. Maximization can include controlling the respective screens on which first and second pages of the maximized application are displayed.

The present disclosure relates to a method to determine a volume of clearance surrounding a wellbore. A logging tool is provided. The logging tool may be disposed on a wireline, a drill string, or a wired drill pipe. A formation property is obtained using the logging tool. The formation property may include a voltage, a bulk resistivity, a horizontal resistivity, a vertical resistivity, a porosity, a permeability, a fluid saturation, an NMR relaxation time, a borehole size, a borehole shape, a borehole fluid composition, an MWD parameter, or an LWD parameter. The maximum depth of investigation into the subsurface formation is determined using a model response and a noise level, and the volume of clearance is determined using the determined maximum depth of investigation. The maximum depth of investigation and volume of clearance may be determined even though no boundary layers are detected.

A continuously variable transmission for a vehicle comprises a primary pulley, a secondary pulley, and a belt entrained around both pulleys in an opposite manner between the fixed and movable sheaves thereof. One pulley carries a selectively deployable stop that may be placed into position to mechanically limit the range of motion between the fixed and movable sheaves. This establishes an actual maximum transmission ratio that is larger than the nominal minimum transmission ratio but smaller than the nominal maximum transmission ratio achievable by the transmission during normal operation thereof. When such a transmission is used on a utility vehicle attached to a substance dispensing applicator operatively driven by the vehicle's engine, the application rate stays substantially constant despite changes in engine speed when the user keeps the transmission upshifted to the actual maximum transmission ratio set by the position of the deployed stop.

Identification of maximum power scatters in an N-dimensional dataset generally requires two basic steps. The first step is to identify the max power scatters of the dataset and the second step removes neighboring power scatters (e.g., “hits”) of lower power. Current naïve approaches utilize an inefficient and computationally intensive brute force implementation which requires multiple comparisons of each initial “hit” power to all “hits” of lesser power. Such brute force implementations require 2×N×(M−1)! comparisons, where N is the number of dimensions and M is the number of “hits.” Embodiments of the present disclosure utilize vectorization to identify a plurality of neighboring hits for each max power scatter and removes the neighboring hits of lesser power that are within a predetermined isolation region. Advantageously, embodiments of the present invention perform M−1 comparisons.

FORMER Hampshire star Glenn Maxwell blasted 88 off only 39 balls as Australia romped to the highest team total in cricket World Cup history.

Former Hampshire star Glenn Maxwell hit the second-fastest century in Cricket World Cup history as Australia beat Sri Lanka by 64 runs to book a quarter-final place.

Former Hampshire all-rounder Glenn Maxwell's World Cup heroics were not enough to earn him a place in Australia's Test squad for the Ashes series against England or a preceding tour of the West Indies.

Growing up in Western Pennsylvania, it was almost a given that young children watched at least a few episodes of “Mister Rogers’ Neighborhood.” And I’m pretty sure I watched more than just a few! I remember well the episode where we saw how crayons were made, as well as the episode where Mister Rogers visited a lighthouse. The Land of Make Believe was a familiar place – both on the show, and the ride at Idlewild Park, which my family and I visited several summers in a row. So it was with no small amount of nostalgia that I started the new book by Maxwell King – “The Good Neighbor: The Life and Work of Fred Rogers.” My nostalgia was only deepened by the fact that I listened to the audiobook version, narrated by none other than LeVar Burton of “Reading Rainbow,” another touchstone from my childhood. King, formerly the head of The Pittsburgh Foundation, brings us the first full-length biography of Rogers. In so doing, he draws on an abundance of sources, including the recollections of

Talking about mental health issues is daunting. Often just starting the conversation is the hardest part. With his latest book, “Max’s Box,” Brian Wray offers children and grown-ups a way to begin these important discussions. Through simple story-telling and cartoonish illustrations, Wray gives his readers a glimpse into what can happen when emotions are suppressed. He also demonstrates how with the help of people who care, we can learn to express, and then let go of the things that hold us back. The story begins with Max’s parents giving him a very special gift: a tiny, magical box that will hold everything. After putting in his lucky red truck, favorite pirate ship, and beloved stuffed dog, Max discovers the box will also hold his feelings, particularly his negative feelings. For example, when Max is angry, the anger goes straight into the box. When he is sad or lonely, the sadness and loneliness also go into the box. Each negative emotion he feels makes its way into the box, which

Maxwell King is the best-selling author of "The Good Neighbor: The Life and Work of Fred Rogers." King talks about why he wrote the book and gives insight into the life of Mister Rogers, the unfailingly kind, compassionate namesake neighbor of the beloved "Mister Rogers' Neighborhood." To learn more about Rogers' legacy visit the Fred Rogers Center and Fred Rogers Productions . TRANSCRIPT: Carolyn Donaldson: Welcome to Take Note on WPSU, I'm Carolyn Donaldson. Today, we're joined by Maxwell King, recently retired president of the Pittsburgh Foundation, former president of the Heinz Endowment, and former editor of the Philadelphia Inquirer. But now in today's context, a best selling author. In his book, "The Good Neighbor: The Life and Works of Fred Rogers," King's written a personal and professional biography of Fred Rogers, the unfailingly kind, compassionate namesake neighbor of the beloved Mister Rogers' Neighborhood. Thanks for joining us today, Maxwell. Maxwell King: Good to be

The annual index by advocacy group Fashion Revolution - now in its fifth year - ranked 250 of the world's biggest brands according to how much information they disclose about their social and environmental policies, practices and outcomes.

"The price cap has been imposed taking into account the sharp increase in prices of raw materials used in making of face masks and hand santizer," Paswan said.

Not everyone will agree with Paul Maxwell’s Dream Team, however what is indisputable is there are few better than the Ashfield boss for coming up with a potent mix of current and bygone picks.

3ds Max is a powerful, deep, and multifaceted program, so there's always more to learn. This weekly series aims to keep you on top of the latest tools and techniques, and introduces fresh perspectives on traditional methods for architectural and product visualization, animation, visual effects, games and virtual worlds, and motion graphics. Instructor Aaron F. Ross presents a new topic every week, spanning the full range of 3D graphics tasks, including modeling, rigging and animation, shading and lighting, camera operation, and rendering. He gives special attention to streamlining workflows, such as automation of time-consuming tasks, so your productions run more smoothly and efficiently. Come back every Wednesday for a new tutorial to expand your 3ds Max knowledge and skills.

Note: Because this is an ongoing series, viewers will not receive a certificate of completion.

Very special guest Casey Johnston joins the show to talk about the butterfly MacBook keyboard saga and the just-released 16-inch MacBook Pro, with its all new scissor-switch keyboard design.

In this episode of “This Song” host Elizabeth McQueen sits down with Max Frost and Nakia to talk about songs that helped them find their artistic voices. You can hear Max Frost’s studio 1A Performance from June 6, 2015 here You can see the video of Nakia singing with Sharon Jones here Subscribe via iTunes or Stitcher to get […]

Looking to raise funds for a cause during COVID-19? Have a new album to promote? If so, your friends at All About Jazz can help. All About Jazz is currently broadcasting select livestream programs as we pivot our platform to present music performances, album release concerts, master classes, interviews, and more...

The Seattle Times has been awarded a 2020 Pulitzer Prize for National Reporting for its yearlong coverage of the two deadly crashes of Boeing’s 737 MAX jet. This is the newspaper's 11th Pulitzer Prize.

LOUISVILLE, Ky. (AP) — The owners of Maximum Security say they will appeal a federal judge’s dismissal of their lawsuit that seeks to challenge the decision to disqualify their horse as winner of the Kentucky Derby. Gary West said in a statement Monday that he has authorized his attorneys to file an appeal. West and […]

Vinci’s final opera possesses extraordinary energy and some beautiful moments.

Hear from the chair of Infection Control at the National University Hospital in Singapore, who says home isolation is impossible to enforce, and everyone who tests positive for coronavirus should be isolated in hospitals or in designated hotels until they recover. Plus, veteran British historian Max Hastings discusses his new history of the World War Two Dambusters raid.

22-year-old Max Quaglio refuses to let cerebral palsy get in the way of his dream of driving trucks.

A great and tragic documentary and for all its ability to bear witness to terrible truths, is likely to be swept under the priceless furnishings of the Vatican.

Chloe Maxwell

Max the robot

Residents of a heritage town in northern Tasmania accuse the Government of not consulting them over plans for a new prison nearby, and demand to know the location of other potential sites.

Airlines around the world grounded their Boeing 737 MAX 8 passenger planes after two crashes which killed 346 people. Now, as investigations continue, six of the planes are flown to Alice Springs for storage.