2026 Calendar
2 days ago · User-friendly calendar of 2026, the dates are listed by month including week numbers. View the online 2026 calendar.
2 days ago · User-friendly calendar of 2026, the dates are listed by month including week numbers. View the online 2026 calendar.
The local chromatic number of a graph was introduced by Erdos et al. in 1986. It is in between the chromatic and fractional chromatic numbers. This motivates the study of the local chromatic number of graphs for which these quantities are far apart...
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Normal forms for wide classes of closed IL formulas were given in [4]. Here we quantify asymptotically, in exact numbers, how wide those classes are. As a consequence, we show that the "majority" of closed IL formulas have GL-equivalents, and by th...
Non standard analysis is an area of Mathematics dealing with notions of infinitesimal and infinitely large numbers, in which many statements from classical analysis can be expressed very naturally. Cheap non-standard analysis introduced by Terence Ta...
1 day ago · User-friendly calendar of 2026, the dates are listed by month including week numbers. View the online 2026 calendar.
A Flask-based web app that displays blog posts, offers a name-based gender and age guessing game, and shows random numbers. Utilizes APIs like Genderize.io and Agify.io for name-based predictions. Blog data is sourced from a local JSON file. (⭐ 0)
The aim of this paper is to give a corrected bijective proof of Vershik's relations for the Kostka numbers. Our proof uses insertion and reverse insertion algorithms, as in the combinatorial proof of the Pieri rule....
For each $t\in\mathbb{Q}\setminus\{-1,0,1\}$, define an elliptic curve over $\mathbb{Q}$ by \begin{align*} E_t:y^2=x(x+1)(x+t^2). \end{align*} Using a formula for the root number $W(E_t)$ as a function of $t$ and assuming some standard conjectures...
Is anyone familiar with the OpenLibrary API that can tell me if there is a way to search for books by any other way than by ISBN, LCCNs, OCLC numbers or OLIDs (using the "generic Books" API) ? While ...
Let $(X, d)$ be an unbounded metric space and let $\tilde r=(r_n)_{n\in\mathbb N}$ be a sequence of positive real numbers tending to infinity. A pretangent space $Ω_{\infty, \tilde r}^{X}$ to $(X, d)$ at infinity is a limit of the rescaling sequence...
Let $(X,d)$ be an unbounded metric space and $\tilde r=(r_n)_{n\in\mathbb N}$ be a scaling sequence of positive real numbers tending to infinity. We define the pretangent space $Ω_{\infty, \tilde r}^{X}$ to $(X, d)$ at infinity as a metric space who...
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If a sequence $(a_n)$ of non-negative real numbers has ``best possible'' distribution in arithmetic progressions, Bombieri showed that one can deduce an asymptotic formula for the sum $\sum_{n\le x} a_n Λ_k(n)$ for $k\ge 2$. By constructing approp...
2 days ago · User-friendly calendar of 2026, the dates are listed by month including week numbers. View the online 2026 calendar.
the low numbers of controllers, scheduling, and controller fatigue, which will affect the overall job performance of the controllers. The U.S. GAO report