$PRIM prime
Counts every occurrence ofprime, primes in arXiv titles and abstracts.
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Daily candles and credits traded. Today's candle is live.
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Daily arXiv hits
settled still being announced 7-day average
Where it's used · 30 days
Share of hits by each paper's main arXiv category, from 572 papers.
Latest papers
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The large sieve inequality and additive decompositions of sums of squares
…on the large sieve, we prove a new sieve estimate for sets which are missing various residue classes modulo prime squares. For certain interesting residue class configurations, our bound is a significant improvement…
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On the Structure of Radical Towers and their Parametrizations
…the tower variety depends only on the tower and that the incidence variety is always irreducible, so that no prime decomposition is needed. Moreover, we show how to replace a tower by an isomorphic one whose tower…
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S-squareful values of binary quadratic forms
…and V\'arilly-Alvarado. In this paper, $S$-squareful values of this form are considered for $S$ the set of primes that divide $a$ and $b$. We prove an asymptotic formula for these numbers and show that the leading…
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Quantitative lower bound for Pythagorean pairs in boxes of prime powers
For each positive integer $N$, let $p_i$ be the $i$-th prime for $i\in\{1,\ldots,N\}$, and set $$…
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An upper bound for valuations of elliptic nets at primes of bad reduction
…2\nu(\Psi_{(v_1, v_2)}(\mathbf{P})))$, where $\nu$ is a normalised discrete valuation associated to primes where $E$ has bad reduction and $\Psi^2_{(v_1, v_2)}(\mathbf{P})$, $\Phi_{(v_1, v_2)}(\mathbf{P})$ are…
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The finite basis problem and subvariety intervals for max-plus matrix semirings
…a chain and an antichain of that cardinality. The proof uses finite syntactic semirings associated with prime-cycle languages and an independent family of identities. We then construct finite commutative…
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On the Hardy--Littlewood--Chowla conjecture
…at least to Hildebrand's work in 1989, asserts that the M\"obius function exhibits cancellation on shifted primes; that is, $$\sum_{p\le x}\mu(p+2)=o(\pi(x)),\quad \text{or equivalently}\quad \sum_{n\le…
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Genus character $L$-functions of orders in quadratic function fields
…characteristic. We express each as a product of two quadratic $L$-functions and explicit local factors at primes dividing the conductor, with a possible shift of the variable in one of the two quadratic…
Dividends per share
| Day | Hits | Per share |
|---|---|---|
| Sun 11 Oct | 42 | 0.42 |
| Sat 10 Oct | 13 | 0.13 |
| Fri 09 Oct | 40 | 0.38 |
| Thu 08 Oct | 37 | 0.36 |
| Wed 07 Oct | 39 | 0.39 |
| Tue 06 Oct | 27 | 0.27 |
| Mon 05 Oct | 35 | 0.35 |
| Sun 04 Oct | 14 | 0.14 |
| Sat 03 Oct | 25 | 0.25 |
| Fri 02 Oct | 33 | 0.32 |
Recent trades
| When (UTC) | Side | Shares | Credits | Price after |
|---|---|---|---|---|
| 15 Oct 23:06 | buy | 5.85 | 439.41 | 74.96 |
| 15 Oct 11:42 | buy | 6.77 | 503.82 | 74.38 |
| 14 Oct 02:59 | sell | 3.42 | 251.47 | 73.71 |
| 14 Oct 02:40 | buy | 3.81 | 283.02 | 74.04 |
| 13 Oct 08:14 | buy | 3.14 | 232.44 | 73.67 |
| 12 Oct 03:44 | sell | 4.89 | 358.52 | 73.36 |
| 12 Oct 03:23 | buy | 3.69 | 273.58 | 73.84 |
| 11 Oct 19:43 | buy | 0.60 | 44.70 | 73.48 |
| 11 Oct 15:15 | sell | 2.02 | 148.15 | 73.42 |
| 11 Oct 01:45 | sell | 14.39 | 1,065.04 | 73.62 |
| 10 Oct 11:17 | buy | 6.33 | 476.15 | 75.05 |
| 10 Oct 01:59 | sell | 0.34 | 25.84 | 74.41 |
| 09 Oct 08:28 | buy | 7.17 | 534.67 | 74.45 |
| 09 Oct 07:27 | buy | 0.56 | 42.05 | 73.74 |
| 09 Oct 06:28 | sell | 0.56 | 41.20 | 73.68 |