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QTL mapping for adult-plant resistance to stripe rust in Italian common wheat cultivars Libellula and Strampelli
Italian common wheat cultivars Libellula and Strampelli, grown for over three decades in Gansu province of China, have shown effective resistance to stripe rust. To elucidate the genetic basis of theExpand
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Molecular mapping of a non-host resistance gene YrpstY1 in barley (Hordeum vulgare L.) for resistance to wheat stripe rust.
Cultivated barley (Hordeum vulgare L.) is considered as a non-host or inappropriate host species for wheat stripe rust caused by Puccinia striiformis f. sp. tritici. Most barley cultivars show aExpand
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On the Kummer conjecture
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Using Gluten Index to Improve Spring Wheat Loaf Volume Prediction
USING GLUTEN INDEX TO IMPROVE SPRING WHEAT LOAF VOLUME PREDICTION
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MiR-449b inhibits the migration and invasion of colorectal cancer cells through the negative regulation of MMP2
Background : An increasing number of miRNAs were confirmed to be involved in the initiation and progression of colorectal cancer (CRC) by acting as cancer suppressor genes and oncogenes. The purposeExpand
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On almost primes of the form p + 2ℓ
Abstract In this paper, we will use Maynard's method [5] to prove that for any positive integer m, there exists infinitely many integers n with at most two prime factors that can be written in theExpand
Mean value estimates of the error terms of Lehmer problem
Let p be an odd prime and a be an integer coprime with p. Denote by N(a, p) the number of pairs of integers b, c with bc ≡ a(mod p), 1 ≤ b, c < p and with b, c having different parity. The mainExpand
Partitions involving D.H. Lehmer numbers
AbstractLet n ≥ 2 be a fixed integer, let q and c be two integers with q > n and (n, q) = (c, q) = 1. For every positive integer a which is coprime with q we denote by $${\overline{a}_{c}}$$ theExpand
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MANY INTEGERS HAVING SMALL DIFFERENCES UNDER PRIME MODULI
In this paper, we study the distribution behavior of integer n-tuples (a1, . . . , an) satisfying a1 · · · an ≡ 1 (mod p) and |ai − aj | A (for all i, j ), an asymptotic formula will be given for theExpand
On Cochrane sums over short intervals
The main purpose of this paper is to study the mean square value problem of Cochrane sums over short intervals by using the properties of Gauss sums and Kloosterman sums, and finally give a sharpExpand
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