Consecutive optimization of the weighted quadrature formulas with derivative
This article addresses the derivation and analysis of a weighted optimal quadrature formula in the Hilbert space W(2,1)2 (0,1), where functions ? with prescribed properties reside. The quadrature formula is expressed as a linear combination of function values and its first-order derivative at equidistant nodes in the interval [0, 1].
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Quantified convergence of general homodyne measurements with applications to continuous variable quantum computing. [PDF]
Knill E +4 more
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AN OPTIMAL QUADRATURE FORMULA OF CLOSED TYPE
application/pdf An optimal 3-point quadrature formula of closed type is derived. The optimality is considered with respect to a given way of estimation of its error.
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A neural network model for managing renewable resources with population growth. [PDF]
Ahmad S +3 more
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Thermomechanically squeezed multi-mode phonon lasers with levitated optomechanics. [PDF]
Song X +11 more
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A General Approach for Estimating Projective IRT Models. [PDF]
Chalmers RP, Falk CF, Reise SP.
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Radar-Based Heart Rate Estimation Method Under Respiratory Harmonic Interference. [PDF]
Xu D, Li Y, Wu Z, Xie T, Gong P.
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Exploring memory effects: Sparse identification in vector-borne diseases. [PDF]
Breda D, Tanveer M, Wu J, Zhang X.
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Gain-adaptive STAR-RIS assisted vehicular NOMA with transmit antenna selection. [PDF]
Ibraheem SM +3 more
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Statistics of the Compression Ratio of a Variable-to-Variable Code: Exact Moments and Asymptotic Behavior. [PDF]
Merhav N.
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