L-shaped association between oxidative balance score and vision-related functional burden in adults in the United States, NHANES 2005–2008 by Juntong Li, Juntong Li, Sheng Ye, Xiang Li, Xiang Li, Hui Liu, Yue Yang, Xuelei Lu, Heyue Jin, Li Liu, Li Liu

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On the maximal terms of succesive Gelfond-Leont’ev-Salagen and Gelfond- Leont’ev-Ruscheweyh derivatives of a function analytic in the unit disc by M. M. Sheremeta

“…For a function analytic in the unit disc the concepts of Gelfond-Leont'ev-Salagen and Gelfond-Leont'ev-Ruscheweyh derivatives of n-th order are introduced and the asymptotic behaviour of the maximal terms of their power development as n→+∞ is investigated.…”
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Regulating Integrin β1 to Restore Gonadotropin-Releasing Hormone–Tanycyte Unit Function in Polycystic Ovary Syndrome-Related Hypothalamic Dysregulation by Yu Wang, Xiaoyu Tong, Yan Xiao, Yicong Wang, Wei Hu, Wenhan Lu, Yuning Chen, Jiajia Li, Wenhao Gao, Hongru Gao, Yicheng Tian, Sizhe Dai, Yi Feng

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Analisis Indeks Preventive Maintenance Peralatan Medis Ruang Intensive Care Unit Menggunakan Model Kano dan Quality Function Deployment by Arierta Pujitresnani, Gunawan, Mulyatno Mulyatno, Muktar, Neli Husniawati, Ilah Muhalifah

Subjects: “…intensive care unit (icu), model kano, preventive maintenance, quality function deployment (qfd).…”
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Unhealthy family functioning is strongly associated with warfighter brain health following traumatic brain injury in United States service members and veterans by Tracey A. Brickell, Tracey A. Brickell, Tracey A. Brickell, Tracey A. Brickell, Louis M. French, Louis M. French, Louis M. French, Brian J. Ivins, Brian J. Ivins, Sara M. Lippa, Sara M. Lippa, Megan M. Wright, Megan M. Wright, Megan M. Wright, Samantha M. Baschenis, Samantha M. Baschenis, Samantha M. Baschenis, Jamie K. Sullivan, Jamie K. Sullivan, Jamie K. Sullivan, Lars D. Hungerford, Lars D. Hungerford, Rael T. Lange, Rael T. Lange, Rael T. Lange, Rael T. Lange

“…ObjectiveTo examine the relationship between family functioning and health-related quality of life (HRQOL) outcomes following traumatic brain injury (TBI) in service members and veterans (SMVs).ParticipantsParticipants were 359 United States SMVs classified into three groups: non-injured controls (NIC, n = 62); uncomplicated mild TBI (MTBI; n = 189); and complicated mild, moderate, severe, and penetrating TBI (STBI; n = 108). …”
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A review of curricular approaches and quality of life indicators in the united states for individuals displaying profound multiple disabilities by Jonna L. Bobzien

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THE ASSESSMENT OF INNOVATIVE DEVELOPMENT OF FUNCTIONAL PRODUCTS USING THE METHOD OF CONTENT ANALYSIS by O. V. Evdokimova, T. N. Ivanova

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On The Mean Convergence of Biharmonic Functions

“…Let denote the unit circle in the complex plane. Given a function , one uses t usual (harmonic) Poisson kernel for the unit disk to define the Poisson integral of , namely . …”
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Multivalent functions and QK spaces by Hasi Wulan

“…We give a criterion for q-valent analytic functions in the unit disk to belong to QK, a Möbius-invariant space of functions analytic in the unit disk in the plane for a nondecreasing function K:[0,∞)→[0,∞), and we show by an example that our condition is sharp. …”
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Syntactic Function of the Word VPROCHEM by E. N. Guskina, E. A. Starodumova

“…The characteristics of this linguistic unit in the linguistic research are analyzed. It is noted that the word vprochem is problematic in terms of identifying its functions as a syntactic unit. …”
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Functional Neuroimaging in Startle Epilepsy by J Gordon Millichap

“…Researchers at the Epilepsy Unit, Hospital Clinic de Barcelona, Spain investigated brain areas involved in startle-induced seizures, using a functional neuroimaging approach in 4 adult patients whose seizures began at age 4 months to 10 years.…”
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On certain analytic univalent functions by B. A. Frasin, M. Darus

“…The angular estimates of functions in the class B(α) are obtained. Finally, we derive some interesting conditions for the class of strongly starlike and strongly convex of order α in the open unit disk.…”
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Quasi-homogeneous associative functions by Bruce R. Ebanks

“…A triangular norm is a special kind of associative function on the closed unit interval [0,1]. Triangular norms (or t-norms) were introduced in the context of probabilistic metric space theory, and they have found applications also in other areas, such as fuzzy set theory. …”
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The basic properties of Bloch functions by Joseph A. Cima

“…A Bloch function f(z) is an analytic function on the unit disc 𝔻 whose derivative grows no faster than a constant times the reciprocal of the distance from z to ∂𝔻. …”
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On sup- and inf-attaining functionals by García-Pacheco Francisco Javier

“…Reflexivity is characterized by the weak-compactness of the unit ball. The weak-compactness of bounded, closed, and convex sets is characterized through sup-attaining functionals in view of the famous James’ theorem. …”
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Subclasses of close-to-convex functions by E. M. Silvia

“…Let 𝒦[C,D], −1≤D<C≤1, denote the class of functions g(z), g(0)=g′(0)−1=0, analytic in the unit disk U={z:|z|<1} such that 1+(zg″(z)/g′(z)) is subordinate to (1+Cz)/(1+Dz), z ϵ U. …”
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On Certain Classes of Convex Functions by Young Jae Sim, Oh Sang Kwon

“…For real numbers α and β such that 0≤α<1<β, we denote by 𝒦α,β the class of normalized analytic functions which satisfy the following two sided-inequality: α<ℜ1+zf′′z/f′z<β  z∈𝕌, where 𝕌 denotes the open unit disk. …”
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On some classes of analytic functions by Khalida I. Noor, Haila Madifer

“…Let m1, m2 be any numbers and let Vm1,m2 be the class of functions of analytic in the unit disc E={z:|z|<1} for which f′(z)=(S′1(z))m1(S′2(z))m2 where S1 and S2 are analytic in E with S′1(0)=(S′2(0))=1. …”
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AN EXTREMAL REGION FOR UNIVALENT FUNCTIONS by Miodrag IOVANOV

“…Let S be the class of functions f(z)=z+22a z + …,f(0)=0 , f′(0)=1 which are regular andunivalent in the unit disk |z|<1.For -1≤-a<0 a 1,a>0 we consider the equation:Re [( 2 2 x a ) f x ] 0 , f S , x 1,1 .Denote φ(x)= Re [( 2 2 x a ) f x ].Because φ(0)=0 and φ( a)=0 it follows that there is y (-a,0) such that φ′( y)=0 and z (0, a) suchthat (z) 0.The aim of this paper is to find min{y| φ′( y)=0}and max{z| φ′( z)=0}[3].If y and z is min{y| φ′(y)=0}, respectively max{z| φ′(z)=0} then for x< y and x> z the equation φ′( x)=0 doesnot have real roots. …”
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Functional Model of Credit System by E. G. Revtova

“…Within the elaborated functional model of the credit system components of credit were identified: store unit, two units of subsystem and resources providing its adaptation to the impact of the environment; mechanisms of organization and self-organization were substantiated; ways of transforming credit functional system in response to environment changes were demonstrated. …”
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