Improving of the Generation Accuracy Forecasting of Photovoltaic Plants Based on <i>k</i>-Means and <i>k</i>-Nearest Neighbors Algorithms by P. V. Matrenin, A. I. Khalyasmaa, V. V. Gamaley, S. A. Eroshenko, N. A. Papkova, D. A. Sekatski, Y. V. Potachits

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On a structure satisfying FK−(−)K+1F=0 by Lovejoy S. Das

“…In this paper we shall obtain certain results on the structure defined by F(K,−(−)K+1) and satisfying FK−(−)K+1F=0, where F is a non null tensor field of the type (1,1) Such a structure on an n-dimensional differentiable manifold Mn has been called F(K,−(−)K+1) structure of rank r, where the rank of F is constant on Mn and is equal to r In this case Mn is called an F(K,−(−)K+1) manifold. …”
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Unbounded Solutions of the Difference Equation xn=xn−lxn−k−1 by Stevo Stević, Bratislav Iričanin

“…The following difference equation xn=xn−lxn−k−1, n∈ℕ0, where k,l∈ℕ, k<l, gcd(k,l)=1, and the initial values x-l,…,x-2,x-1 are real numbers, has been investigated so far only for some particular values of k and l. …”
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The Singularity of the <i>K</i>₄ Homeomorphic Graph by Haicheng Ma

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Complete lift of a structure satisfying FK−(−)K+1F=0 by Lovejoy S. Das

“…The purpose of this paper is to obtain integrability conditions of a structure satisfying FK−(−)K+1F=0 and FW−(−)W+1F≠0 for 1<W<K, in the tangent bundle.…”
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On the Diophantine equation x2+p2k+1=4yn by S. Akhtar Arif, Amal S. Al-Ali

“…It has been proved that if p is an odd prime, y>1, k≥0, n is an integer greater than or equal to 4, (n,3h)=1 where h is the class number of the field Q(−p), then the equation x2+p2k+1=4yn has exactly five families of solution in the positive integers x, y. …”
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Accurate Computations with Generalized Pascal <i>k</i>-Eliminated Functional Matrices by Jorge Delgado, Héctor Orera, Juan Manuel Peña

“…This paper presents an accurate method to obtain the bidiagonal decomposition of some generalized Pascal matrices, including Pascal <i>k</i>-eliminated functional matrices and Pascal symmetric functional matrices. …”
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Construction of a new class of (2k, k, 1) convolutional codes by Cheng-chang ZHENG, Wan-quan PENG, Bo WEI

“…A new class of (2k,k,1) convolutional codes are created by combining double cyclic codes and (2,1,1) convolu-tional codes, and also a new method for creation long codes with short ones was proposed. …”
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Lost Motion Analysis of Micro-segment 3K-I Planetary Gear by Kang Huang, Lingkun Zhu, Meng Sang, Qining Wang

“…Considering the influence of gear natural error， assembly error and the time-varying mesh stiffness of gears， the lost motion model of planetary gear transmission is proposed based on the backlash of micro-segment gear. Aiming at 3K-I planetary gear train， the theoretical calculation lost motion of micro-segment gear is 5.92% smaller than involute gear by Monte Carlo simulation. …”
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A Note on Generalized <i>k</i>-Order F&L Hybrinomials by Süleyman Aydınyüz, Gül Karadeniz Gözeri

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Vitamins K1 and K2: The Emerging Group of Vitamins Required for Human Health by Gerry Kurt Schwalfenberg

“…PubMed was searched for articles on vitamin K (K1 and K2) along with books and conference proceedings and health conditions listed above. …”
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On (k,kn-k2-2k-1)-Choosability of n-Vertex Graphs by Wongsakorn Charoenpanitseri

“…In this paper, we extend the results to case t=kn-k2-2k-1.…”
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On the Difference Equation xn+1=xnxn-k/(xn-k+1a+bxnxn-k) by Stevo Stević, Josef Diblík, Bratislav Iričanin, Zdenĕk Šmarda

“…We show that the difference equation xn+1=xnxn-k/xn-k+1(a+bxnxn-k),n∈ℕ0, where k∈ℕ, the parameters a, b and initial values x-i, i=0,k̅ are real numbers, can be solved in closed form considerably extending the results in the literature. …”
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K-1 Yongquan & Talahridaya points: A key to change the course of cardiopulmonary resuscitation (CPR) rescues by Adrián Ángel Inchauspe, Gabriela Roxana Saidman

Subjects: “…k-1 yongquan…”
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On the Asymptotic Expansions of the (<i>p</i>,<i>k</i>)-Analogues of the Gamma Function and Associated Functions by Tomislav Burić

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Antihypertensive effect of sinapine extracted from rapeseed meal in 2K1C hypertensive rats by Gaoyuan Yang, Lin Zhu, Yu Wang, Yang Yu, Xiaoguang Liu, Jingbo Xia, Yunjie Yang, Huiguo Wang, Baomin Feng

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On the global behavior of the nonlinear difference equation xn+1=f(pn,xn−m,xn−t(k+1)+1) by Taixiang Sun, Hongjian Xi

“…We consider the following nonlinear difference equation: xn+1=f(pn,xn−m,xn−t(k+1)+1), n=0,1,2,…, where m∈{0,1,2,…} and k,t∈{1,2,…} with 0≤m<t(k+1)−1, the initial values x−t(k+1)+1,x−t(k+1)+2,…,x0∈(0,+∞), and {pn}n=0∞ is a positive sequence of the period k+1. …”
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Aggressive Infection by K1/ST1265 Klebsiella pneumoniae Leading to Multiple Abscesses: Case Report and Literature Review by Chen L, Qiu C, Lu Y, Lin J, Xu L

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Phage vB_Kpn_HF0522: Isolation, Characterization, and Therapeutic Potential in Combatting K1 Klebsiella pneumoniae Infections by Yan T, Wang Q, Ma C, Teng X, Gong Z, Chu W, Zhou Q, Liu Z

“…Biological characterization demonstrated that this phage specifically targets serotype K1 K. pneumoniae with an optimal multiplicity of infection (MOI) of 0.01, effectively disrupting biofilms and inhibiting bacterial growth. …”
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Inhibition of p70 Ribosomal S6K1 Protects the Myocardium against Ischemia/Reperfusion-Induced Necrosis through Downregulation of RIP3 by Hui Shang, Jinjin Shi, Jun Zhu, Yunfeng Guo, Xiaoyan Wang

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