Quadrature formulas of the highest trigonometric accuracy grade and their applications

Type: Article

Publication Date: 2007-07-01

Citations: 2

DOI: https://doi.org/10.3103/s1066369x07070031

Locations

  • Russian Mathematics - View

Similar Works

Action Title Year Authors
+ Quadrature formulae of the highest trigonometric degree of accuracy 1985 I.P. Mysovskikh
+ Quadrature Formulae of Maximal Trigonometric Degree of Precision 2006 Dimiter Dryanov
+ Trigonometric Orthogonal Systems and Quadrature Formulae with Maximal Trigonometric Degree of Exactness 2007 Gradimir V. Milovanović
Aleksandar Cvetković
Marija P. Stanić
+ On quadrature formulae with maximal trigonometric degree of precision 1997 Dimiter Dryanov
Vesselin Vatchev
+ On quadrature formulae that are exact for trigonometric polynomials 2005 A.H. Turetzkii
+ Quadrature rules of Gaussian type for trigonometric polynomials with preassigned nodes 2023 Marija P. Stanić
Tatjana V. Tomović
Aleksandar Ne. Jovanović
+ Error estimates for quadrature rules with maximal even trigonometric degree of exactness 2013 Marija P. Stanić
Aleksandar S. Cvetković
Tatjana V. Tomović
+ Quadrature formulae with multiple nodes and a maximal trigonometric degree of exactness 2009 Gradimir V. Milovanović
Aleksandar S. Cvetković
Marija P. Stanić
+ Quadrature Formula Based on Interpolating Polynomials: Algorithmic and Computational Aspects 2007 Dana Simian
Corina Simian
+ Quadrature Formula of the Highest Algebraic Degree of Accuracy Containing Predefined Nods 2023 ŠØ.Š”. Š„уŠ±ŠµŠ¶Ń‚Ń‹
+ Another quadrature rule of highest algebraic degree of precision 1994 A. Sri Ranga
+ PDF Chat Quadrature Formulas Based on Rational Interpolation 1993 Walter Van Assche
Ingrid Vanherwegen
+ Quadrature formula for the sphere of 131-th algebraic order of accuracy 1999 V.I. Lebedev
Dimitri N. Laikov
+ Gauss-turƔn quadratures of chebyshev type and error formulae 1975 R. D. Riess
+ The properties of quadrature formulas of the highest accuracy used for laplace transform inversion 1989 V. M. Ryabov
+ GAUSSā€“LEGENDRE QUADRATURE FORMULAE, ABSCISSAE, AND WEIGHT COEFFICIENTS 2000
+ Appendix: Roots and weights of the Gaussā€“Laguerre quadrature formulae 2012
+ Quadrature rules based on rational interpolation 2012 Karl Deckers
Adhemar Bultheel
+ The Maximum Trigonometric Degrees of Quadrature Formulae with Prescribed Nodes 2014 Luo
Zhong-Xuan
Yu
Meng Meng
Zhao-Liang
+ Euler integral identity, quadrature formulae and error estimations 2011 Iva Franjić
Josip ā€ŽPečarić
Iā€Ž. ā€ŽPerić
Ana Vukelić