Search Results - "Wozny, P"

Temperature invariant ratiometric luminescence manometer based on Cr3+ ions emission by Szymczak, M., Woźny, P., Runowski, M., Pieprz, M., Lavín, V., Marciniak, L.

“…•A new ratiometric pressure readout approach is proposed.•A highly sensitive ratiometric manometer is described.•Cr3+ concentration modifies the crystal field…”
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Vigorous physical activity and longitudinal associations with cardiometabolic risk factors in youth by Carson, V, Rinaldi, R L, Torrance, B, Maximova, K, Ball, G D C, Majumdar, S R, Plotnikoff, R C, Veugelers, P, Boulé, N G, Wozny, P, McCargar, L, Downs, S, Daymont, C, Lewanczuk, R, McGavock, J

“…Objective: To examine the longitudinal associations between different physical activity (PA) intensities and cardiometabolic risk factors among a sample of…”
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Two-variable orthogonal polynomials of big q-Jacobi type by Lewanowicz, Stanisław, Woźny, Paweł

“…A four-parameter family of orthogonal polynomials in two discrete variables is defined for a weight function of basic hypergeometric type. The polynomials,…”
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The Relationship Between Weight Gain and Blood Pressure in Children and Adolescents by McGavock, Jonathan M., Torrance, Brian, McGuire, Karen Ashlee, Wozny, Paul, Lewanczuk, Richard Z.

“…The aim of this study was to determine the relationship between the trajectories of weight gain and systolic blood pressure (SBP) in youth. Annual surveys of…”
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Formulae relating little q-Jacobi, q-Hahn and q-Bernstein polynomials: application to q-Bézier curve evaluation by Area, I., Godoy †, E., Woźny ‡, P., Lewanowicz ¶, S., Ronveaux §, A.

“…Explicit formulae for the coefficients of expansion of q-Bernstein polynomials in terms of little q-Jacobi polynomials and vice versa are given as evaluations…”
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Connections between two-variable Bernstein and Jacobi polynomials on the triangle by Lewanowicz, Stanisław, Woźny, Paweł

“…Connection coefficients between the two-variable Bernstein and Jacobi polynomial families on the triangle are given explicitly as evaluations of two-variable…”
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Dual generalized Bernstein basis by Lewanowicz, Stanisław, Woźny, Paweł

“…The generalized Bernstein basis in the space Π n of polynomials of degree at most n, being an extension of the q-Bernstein basis introduced by Philips…”
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Generalized Bernstein polynomials by Lewanowicz, Stanislaw, Wozny, Pawel

“…Inneholder sammendrag…”
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Recurrence Relations for the Coefficients in Series Expansions with Respect to Semi-Classical Orthogonal Polynomials by Lewanowicz, Stanisław, Woźny, Paweł

“…Let {Pk} be a sequence of the semi-classical orthogonal polynomials. Given a function f satisfying a linear second-order differential equation with polynomial…”
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