Дагестанские электронные математические известия

journal of research and education

DAGHESTAN ELECTRONIC
MATHEMATICAL REPORTS

digital periodic edition

ISSN: 2500-3240

Our Authors

Magomedova Vazipat Gusenovna

Candidate of physical and mathematical sciences, associate professor of the Theory of functions and functional analysis cathedra

Workplace: Daghestan state university

Articles of author in Journal

Ramazanov Abdul-Rashid Kehrimanovich , Magomedova Vazipat Gusenovna . On the approximation of $ \ exp (-x) $ on the half-axis by spline functions in three-point rational interpolants // Daghestan Electronic Mathematical Reports: Issue 11 (2019), Pp. 32 - 37

Ramazanov Abdul-Rashid Kehrimanovich , Magomedova Vazipat Gusenovna . Co-convex interpolation by rational spline functions over a uniform grid of nodes // Daghestan Electronic Mathematical Reports: Issue 10 (2018), Pp. 13 - 22

Ramazanov Abdul-Rashid Kehrimanovich , Magomedova Vazipat Gusenovna . Convex interpolation by rational spline functions of class $ C ^ 2 $ // Daghestan Electronic Mathematical Reports, Issue 9 (2018), Pp. 62 - 67

Ramazanov Abdul-Rashid Kehrimanovich , Magomedova Vazipat Gusenovna . On conditions for the convexity of splines with respect to three-point rational interpolants // Daghestan Electronic Mathematical Reports: Issue 8 (2017), Pp. 1 - 6

Ramazanov Abdul-Rashid Kehrimanovich , Magomedova Vazipat Gusenovna . Splines for three-point rational interpolants with autonomous poles // Daghestan Electronic Mathematical Reports: Issue 7 (2017), Pp. 16 - 28

Ramazanov Abdul-Rashid Kehrimanovich , Magomedova Vazipat Gusenovna . On best approximations of continuously differentiable functions by splines with respect to two-point rational interpolants // Daghestan Electronic Mathematical Reports: Issue 5 (2016), Pp. 49 - 55

Ramazanov Abdul-Rashid Kehrimanovich , Magomedova Vazipat Gusenovna . Splines on rational interpolants // Daghestan Electronic Mathematical Reports: Issue 4 (2015), Pp. 21 - 30

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