Coronary Atherosclerosis and Aortic Valve Disease as Long-Term Sequelae of Radiation Therapy in Childhood by Majken van den Handel Vestergaard, Ann Bovin, Erik Lerkevang Grove

“…Coronary atherosclerosis and valvular heart disease are rare, but potentially severe sequelae following mediastinal radiation therapy. We present a case of premature ischemic heart disease and severe aortic stenosis in a 40-year-old woman following radiation therapy in childhood. …”
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Schwarzschild-Levi-Civita black hole by S. Habib Mazharimousavi

“…Hence, we shall call the solution the Schwarzschild-Levi-Civita black hole. …”
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A morte de Odin? As representações do Ragnarök na arte das Ilhas Britânicas (séc. X) by Johnni Langer

“…For theoretical framework, we employ the ideas of Régis Boyer, Margaret Clunie Ross, Hilda Davidson and John Mckinell, concerning the Norse myths. …”
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Toeplitz Operators with IMOs Symbols between Generalized Fock Spaces by Yiyuan Zhang, Guangfu Cao, Li He

“…In this paper, we study the mapping properties of Toeplitz operators Tf associated with IMOs  symbols f acting between two generalized Fock spaces Fφp, where 1<s≤∞. …”
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FLOC-SPANNER: An Time, Locally Self-Stabilizing Algorithm for Geometric Spanner Construction in a Wireless Sensor Network by G. Ranganath, V. Kulathumani

“…We present a distributed algorithm for creation of geometric spanners in a wireless sensor network. …”
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The Impact of Random Noise on the Dynamics of COVID-19 Epidemic Model by Amine El Koufi, Nouhaila El Koufi, Abdelkrim Bennar, Namana Seshagiri Rao

“…We give numerical simulations to illustrate the analytical results.…”
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A Rectangular Mixed Finite Element Method with a Continuous Flux for an Elliptic Equation Modelling Darcy Flow by Xindong Li, Hongxing Rui

“…We introduce a mixed finite element method for an elliptic equation modelling Darcy flow in porous media. …”
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Legendre Invariance and Geometrothermodynamics Description of the 3D Charged-Dilaton Black Hole by Yiwen Han, XiaoXiong Zeng

“…We first review Weinhold information geometry and Ruppeiner information geometry of 3D charged-dilaton black hole. …”
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Reforming Cyclical Adjustment in the Debt Brake: Respond to Revised Assessments with a Delay by Jana Kremer, Jan Kuckuck, Karsten Wendorff

“…Abstract In this article, we point out requirements for potential output estimates used for cyclical adjustment in the German debt brake. …”
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Inertial Iteration for Split Common Fixed-Point Problem for Quasi-Nonexpansive Operators by Yazheng Dang, Yan Gao

“…We also prove the asymptotical convergence of the algorithm under some suitable conditions. …”
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Some remarks about Mackey convergence by Józef Burzyk, Thomas E. Gilsdorf

“…In this paper, we examine Mackey convergence with respect to K-convergence and bornological (Hausdorff locally convex) spaces. …”
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On the Fine Spectrum of the Operator Defined by the Lambda Matrix over the Spaces of Null and Convergent Sequences by Medine Yeşilkayagil, Feyzi Başar

“…The main purpose of this paper is to determine the fine spectrum with respect to Goldberg's classification of the operator defined by the lambda matrix over the sequence spaces and c. As a new development, we give the approximate point spectrum, defect spectrum, and compression spectrum of the matrix operator on the sequence spaces and c. …”
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Compact Operators for Almost Conservative and Strongly Conservative Matrices by S. A. Mohiuddine, M. Mursaleen, A. Alotaibi

“…We obtain the necessary and sufficient conditions for an almost conservative matrix to define a compact operator. …”
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A Globally Convergent Hybrid Conjugate Gradient Method and Its Numerical Behaviors by Yuan-Yuan Huang, San-Yang Liu, Xue-Wu Du, Xiao-Liang Dong

“…We consider a hybrid Dai-Yuan conjugate gradient method. …”
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Some notes on complex symmetric operators by Marcos S. Ferreira

“…In this paper we show that every conjugation $C$ on the Hardy-Hilbert space $H^{2}$ is of type $C=T^{*}\mathcal{J} T$, where $T$ is an unitary operator and $\mathcal{J} f\left(z\right)=\overline{f\left(\overline{z}\right)}$ with $f\in H^{2}$. …”
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Close-to-Convexity of Convolutions of Classes of Harmonic Functions by Raj Kumar Garg, Jay M. Jahangiri

“…For j=1,2 and for positive integers m and n, we consider classes of harmonic functions fj=hj+gj¯, where g1(z)=znh1(z) and g2′(z)=znh2′(z) or g1′(z)=znh1′(z) and g2′(z)=zmh2′(z), and we prove that their convolution f1⁎f2=h1⁎h2+g1⁎g2¯ is locally one-to-one, sense-preserving, and close-to-convex harmonic in z<1.…”
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Binormal Motion of Curves with Constant Torsion in 3-Spaces by Josu Arroyo, Óscar J. Garay, Álvaro Pámpano

“…We study curve motion by the binormal flow with curvature and torsion depending velocity and sweeping out immersed surfaces. …”
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Gravitational Wave and Quantum Graviton Interferometer Arm Detection of Gravitons by John W. Moffat

“…We provide a detailed analysis of why the quantum graviton energy approach succeeds, highlighting the importance of collective behavior and the quantum–classical correspondence in gravitational wave physics. …”
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A Patient with Difficulty of Object Recognition: Semantic Amnesia for Manipulable Objects by A. Yamadori, Y. Yoneda, H. Yamashita, K. Sugiura

“…We studied a patient who had recognition difficulty for manipulable objects. …”
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Strong Convergence for the Split Common Fixed-Point Problem for Total Quasi-Asymptotically Nonexpansive Mappings in Hilbert Space by Lawan Bulama Mohammed, A. Kılıçman

“…In this paper, we study and modify the algorithm of Kraikaew and Saejung for the class of total quasi-asymptotically nonexpansive case so that the strong convergence is guaranteed for the solution of split common fixed-point problems in Hilbert space. …”
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