activity
20172020
most citedStatistically Optimal Modeling of Flat Eclipses and Exoplanet Transitions. The "Wall-Supported Polynomial" (WSP) Algoritms

8 citations · 12 across the 2 of their papers we have counts for

collaborators

4 papers

astro-ph.SR2020

MAVKA: Program Of Statistically Optimal Determination Of Phenomenological Parameters Of Extrema. Parabolic Spline Algorithm and Analysis of Variability of the Semi-Regular Star Z UMa

Kateryna D. Andrych, Ivan L. Andronov, Lidia L. Chinarova

Advanced MAVKA software for the approximation of extrema observations is used to analyze the variability of the brightness of pulsating and eclipsing stars, but may be useful in an…

astro-ph.SR2019

Multi-Algorithm Analysis Of The Semi-Regular Variable DY Per, The Prototype Of The Class Of Cool RCrB Variables

Ivan L. Andronov, Kateryna D. Andrych, Lidia L. Chinarova

Multiple algorithms of time series analysis are briefly reviewed and partially illustrated by application to the visual observations of the semi-regular variable DY Per from the AF…

astro-ph.SR20184 cited

MAVKA: Software for Statistically Optimal Determination of Extrema

Kateryna D. Andrych, Ivan L. Andronov

We introduce the program MAVKA for determination of characteristics of extrema using observations in the adjacent data intervals, with intended applications to variable stars, but…

astro-ph.SR20178 cited

Statistically Optimal Modeling of Flat Eclipses and Exoplanet Transitions. The "Wall-Supported Polynomial" (WSP) Algoritms

Kateryna D. Andrych, Ivan L. Andronov, Lidia L. Chinarova

The methods for determination of the characteristics of the extrema are discussed with an application to irregularly spaced data, which are characteristic for photometrical observa…