The OEIS sequence A342810 contains the numbers that divide the smallest number that has the sum of their digits. It is proved that if a term $x$ has the form $3^m \times y$ where $m \geq 2$, then all prime factors of $y$ are prime divisors of solutio...
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It is given a canonical representation of prime ends in regular spatial domains and, on this basis, it is studied the boundary behavior of the so-called lower Q-homeomorphisms that are the natural generalization of the quasiconformal mappings. In par...
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Link to original post: https://www.reddit.com/r/norske/s/sk6fbDLeSx Jagland, a previous prime minister of Norway has tried to kill himself on the 17th of February. He is now admitted to a hospital wh...
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The Cobra fiber positioner is being developed by the California Institute of Technology (CIT) and the Jet Propulsion Laboratory (JPL) for the Prime Focus Spectrograph (PFS) instrument that will be installed at the Subaru Telescope on Mauna Kea, Hawai...
Recent data for $η$ and $η\prime$ photoproduction on protons obtained by the A2 Collaboration at MAMI are presented. The total cross section for $η$ photoproduction demonstrates a cusp at the energy corresponding to the $η\prime$ threshold. The n...
Feb 5, 2026 · Explore the hidden properties of 113, an odd prime number. Includes Prime Factorization, Divisors, Bases and Fun Facts for students, number lovers and curious minds.
There is a one-to-one correspondence between involutory latin quandles and uniquely $2$-divisible Bruck loops. Bruck loops of odd prime power order are centrally nilpotent. Using linear-algebraic approach to central extensions, we enumerate Bruck loo...
Let $d\geq 1$ be an integer and let $p$ be a rational prime. Recall that $p$ is a torsion prime of degree $d$ if there exists an elliptic curve $E$ over a degree $d$ number field $K$ such that $E$ has a $K$-rational point of order $p$. Derickx, Kamie...
of the Mian–Chowla sequence 3593 – 93rd Sophie Germain prime, super-prime 3600 = 602, number of seconds in an hour, called šār or šāru in the sexagesimal
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The union of singular orbits of an effective locally smooth circle action on the 4-sphere consists of two 2-knots, $K$ and $K^{\prime}$, intersecting at two points transversely. Each of $K$ and $K^{\prime}$ is called a branched twist spin. A twist sp...
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Using inequalities of Rosser and Schoenfeld, we prove formulas for pi(n) and the n-th prime that involve only the elementary operations +,-,/ on integers, together with the floor function. Pascal Sebah has pointed out that the formula for pi(n) opera...
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Dec 20, 2019 · Loosing fuel prime after engine shut off almost immediately 2 reading Jump to Latest 7.4K views 19 replies 5 participants last post by Thatguy85 Dec 23, 2019