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Almost repdigits in balancing and Lucas-balancing sequences
Manasi Kumari Sahukar, Hussain Basha
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Human mastadenovirus pneumonia in two immunocompetent patients. [PDF]
Hosch S+11 more
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Submillimeter Ultra-High Field 9.4 T Brain MR Image Collection and Manual Cortical Segmentations. [PDF]
Mahler L+14 more
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Single nucleotide polymorphisms in IFN-gamma, TNF-alpha, IL-6, IL-10, and TGF-beta in pulmonary and extrapulmonary tuberculosis in the State of Ceará, northeastern Brazil. [PDF]
Luiz RDSS+7 more
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The sequences of Fibonacci and Lucas for quadratic fields
P. Lam-Estrada+5 more
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AI.zymes – A modular platform for evolutionary enzyme design
Merlicek LP+7 more
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Can 4 weeks of real-world active breaks improve glycaemic management in sedentary adults with type 1 diabetes? The EXTOD-Active randomised control trial protocol. [PDF]
Jenkins JG+8 more
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The Fibonacci Quarterly, 2015
Consider the Lucas sequence u(a, b) = (un(a, b)) and the companion Lucas sequence v(a, b) = (vn(a, b)) which both satisfy the second order recursion relation wn+2 = awn+1 − bwn with initial terms u0 = 0, u1 = 1, and v0 = 2, v1 = a, respectively. We give both necessary and sufficient tests and also necessary tests for the primality of |un| and |vn|. For
Křížek, M. (Michal), Somer, L.
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Consider the Lucas sequence u(a, b) = (un(a, b)) and the companion Lucas sequence v(a, b) = (vn(a, b)) which both satisfy the second order recursion relation wn+2 = awn+1 − bwn with initial terms u0 = 0, u1 = 1, and v0 = 2, v1 = a, respectively. We give both necessary and sufficient tests and also necessary tests for the primality of |un| and |vn|. For
Křížek, M. (Michal), Somer, L.
openaire +2 more sources