V
Vladimir A. Palyulin
Researcher at Moscow State University
Publications - 310
Citations - 5583
Vladimir A. Palyulin is an academic researcher from Moscow State University. The author has contributed to research in topics: AMPA receptor & Chemistry. The author has an hindex of 29, co-authored 282 publications receiving 4721 citations. Previous affiliations of Vladimir A. Palyulin include University of Minnesota & Russian Academy of Sciences.
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Virtual computational chemistry laboratory - design and description
Igor V. Tetko,Johann Gasteiger,Roberto Todeschini,Andrea Mauri,David J. Livingstone,Peter Ertl,Vladimir A. Palyulin,Eugene V. Radchenko,Nikolai S. Zefirov,Alexander S. Makarenko,Vsevolod Yu. Tanchuk,Volodymyr V. Prokopenko +11 more
TL;DR: The main features and statistics of the developed system, Virtual Computational Chemistry Laboratory, allowing the computational chemist to perform a comprehensive series of molecular indices/properties calculations and data analysis are reviewed.
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Online chemical modeling environment (OCHEM): web platform for data storage, model development and publishing of chemical information
Iurii Sushko,Sergii Novotarskyi,Robert Körner,Anil Kumar Pandey,Matthias Rupp,Wolfram Teetz,Stefan Brandmaier,Ahmed Abdelaziz,Volodymyr V. Prokopenko,Vsevolod Yu. Tanchuk,Roberto Todeschini,Alexandre Varnek,Gilles Marcou,Peter Ertl,Vladimir Potemkin,Maria Grishina,Johann Gasteiger,Christof H. Schwab,Igor I. Baskin,Vladimir A. Palyulin,Eugene V. Radchenko,William J. Welsh,Vladyslav Kholodovych,Dmitriy Chekmarev,Artem Cherkasov,João Aires-de-Sousa,Qingyou Zhang,Andreas Bender,Florian Nigsch,Luc Patiny,Antony J. Williams,Valery Tkachenko,Igor V. Tetko +32 more
TL;DR: The Online Chemical Modeling Environment is a web-based platform that aims to automate and simplify the typical steps required for QSAR modeling and to invite the original authors to contribute their results, make them publicly available, share them with other users and to become members of the growing research community.
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Stereochemical studies. xxxiv. * quantitative description of ring puckering via torsional angles. the case of six-membered rings
TL;DR: In this paper, the applicability of ring puckering for the case of six-membered rings with the use of model calculations simulating various ring distortions and with the analysis and comparison of puckering parameters computed on the basis of x-ray data.
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Inverse problem in QSAR/QSPR studies for the case of topological indexes characterizing molecular shape (Kier indices)
M. I. Skvortsova,Igor I. Baskin,Olga L. Slovokhotova,Vladimir A. Palyulin,Nikolai S. Zefirov +4 more