Results 31 to 40 of about 6,612,775 (264)
Sums of Averages of GCD-Sum Functions II [PDF]
AbstractLet $$ \gcd (k,j) $$ gcd ( k , j ) denote the greatest common divisor of the integers k and j, and let r be any fixed positive integer. Define $$\begin{aligned} M_r(x; f) :
Lisa Kaltenböck +3 more
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Determination of Groundwater Resources Potential in Fractured and Karstic Formations of West Azerbaijan Province [PDF]
Introduction Groundwater is an important resource for domestic, agricultural, and industrial purposes (Andualem and Demeke, 2019). However, the growing population and advanced irrigation technologies have significantly led to increased groundwater ...
A. Vaezihir, M. Khalkhali, M. Tabarmayeh
doaj +1 more source
Hemobilia from biliary angiodysplasia diagnosed with cholangioscopy [PDF]
Biliary angiodysplasia is extremely rare. Our background search revealed only a few case reports in the English literature. We present a case of angiodysplasia of the proximal common bile duct in a patient with subacute upper gastrointestinal bleeding ...
Foong, Kap Sum +3 more
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Airy Sums, Kloosterman Sums, and Salié Sums
In 1993 \textit{W. Duke} and \textit{H. Iwaniec} proved that a certain class of cubic exponential sums can be expressed through Kloosterman sums twisted by a cubic character [Contemp. Math. 143, 255-258 (1993; Zbl 0792.11029)]. Their proof made use of one of the Davenport-Hasse theorems.
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Background Infantile hepatic hemangioendothelioma (IHHE) is a benign liver tumor associated with a varied spectrum of presentations ranging from asymptomatic hepatomegaly and cutaneous hemangiomas to some life-threatening complications like cardiac ...
Debashree Priyadarshini +3 more
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Physical activity promotion at the local government level among the local community
Physical inactivity is a major public health issue. For the prevention and management of noncommunicable diseases (NCDs), such as cardiovascular disease, type-2 diabetes, and a number of malignancies, regular physical activity is a critical protective ...
Karolina Sobczyk +3 more
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Denote by $P_k$ the graded polynomial algebra $\mathbb F_2[x_1,x_2,\ldots ,x_k]$ over the prime field of two elements, $\mathbb F_2$, with the degree of each $x_i$ being 1. We study the Peterson hit problem of determining a minimal set of generators for $
Phuc, Dang Vo, Sum, Nguyen
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Background: In both waves of COVID-19 infections, loss of taste was noted in a disproportionately high number of individuals. However, there is a considerable risk of dental disease during and after COVID -19 infections.
Ruchi Bhuyan +7 more
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On sums of hyper-Kloosterman sums
Abstract A formula of Kuznetsov allows one to interpret a smooth sum of Kloosterman sums as a sum over the spectrum of GL (
openaire +3 more sources

