D-Index & Metrics Best Publications

Alexey A. Popov

Leibniz Association
Germany

D-Index & Metrics D-index (Discipline H-index) only includes papers and citation values for an examined discipline in contrast to General H-index which accounts for publications across all disciplines.

Discipline name Citations Publications World Ranking National Ranking

Chemistry D-index 59 Citations 9,120 374 World Ranking 7040 National Ranking 551

Overview

What is he best known for?

The fields of study Alexey A. Popov is best known for:

Hilbert space
Banach space
Invariant subspace problem

Pure mathematics and Mathematical physics are two areas of study in which Alexey A. Popov engages in interdisciplinary work. With his scientific publications, his incorporates both Mathematical physics and Mathematical analysis. His Mathematical analysis study often links to related topics such as Operator space. His Operator space study typically links adjacent topics like Extension (predicate logic). As part of his studies on Extension (predicate logic), Alexey A. Popov often connects relevant areas like Reflexive operator algebra. His Reflexive operator algebra study frequently links to adjacent areas such as Programming language. His Programming language study frequently links to related topics such as Compact operator. Alexey A. Popov undertakes interdisciplinary study in the fields of Compact operator and Invariant subspace through his works. Alexey A. Popov merges many fields, such as Invariant subspace and Eigenvalues and eigenvectors, in his writings.

His most cited work include:

Every operator has almost-invariant subspaces (23 citations)
Almost Invariant Half-Spaces of Operators on Banach Spaces (19 citations)

What are the main themes of his work throughout his whole career to date

In the subject of Law, Alexey A. Popov integrates adjacent scientific disciplines such as Norm (philosophy) and Unitary state. His Norm (philosophy) study frequently links to other fields, such as Law. His Pure mathematics study frequently links to adjacent areas such as Tensor (intrinsic definition). Many of his studies on Tensor (intrinsic definition) involve topics that are commonly interrelated, such as Pure mathematics. By researching both Mathematical analysis and Potential theory, he produces research that crosses academic boundaries. Borrowing concepts from Fourier transform, Alexey A. Popov weaves in ideas under Potential theory. He conducts interdisciplinary study in the fields of Fourier transform and Fourier analysis through his works. He integrates Fourier analysis and Mathematical analysis in his research. With his scientific publications, his incorporates both Mathematical physics and Operator algebra.

Alexey A. Popov most often published in these fields:

Pure mathematics (100.00%)
Mathematical analysis (81.82%)
Mathematical physics (54.55%)

This overview was generated by a machine learning system which analysed the scientist’s body of work. If you have any feedback, you can contact us here.

Best Publications

Structure, stability, and cluster-cage interactions in nitride clusterfullerenes M3N@C2n (M = Sc, Y; 2n = 68-98) : A density functional theory study

and Alexey A. Popov;Lothar Dunsch.
Journal of the American Chemical Society (2007)

320 Citations

Free-Standing Single-Atom-Thick Iron Membranes Suspended in Graphene Pores

Jiong Zhao;Qingming Deng;Alicja Bachmatiuk;Alicja Bachmatiuk;Gorantla Sandeep.
Science (2014)

273 Citations

Violating the Isolated Pentagon Rule (IPR): The Endohedral Non‐IPR C70 Cage of Sc3N@C70

Shangfeng Yang;Alexey A. Popov;Alexey A. Popov;Lothar Dunsch.
Angewandte Chemie (2007)

184 Citations

Metal Sulfide in a C82 Fullerene Cage: A New Form of Endohedral Clusterfullerenes

Lothar Dunsch;Shangfeng Yang;Lin Zhang;Anna Svitova.
Journal of the American Chemical Society (2010)

182 Citations

An Endohedral Single-Molecule Magnet with Long Relaxation Times: DySc2N@C80

Rasmus Westerström;Jan Dreiser;Cinthia Piamonteze;Matthias Muntwiler.
Journal of the American Chemical Society (2012)

176 Citations

Electrochemical, Spectroscopic, and DFT Study of C60(CF3)n Frontier Orbitals (n = 2−18): The Link between Double Bonds in Pentagons and Reduction Potentials

Alexey A. Popov;Ivan E. Kareev;Natalia B. Shustova;Evgeny B. Stukalin.
Journal of the American Chemical Society (2007)

156 Citations

Bonding in Endohedral Metallofullerenes as Studied by Quantum Theory of Atoms in Molecules

Alexey A. Popov;Alexey A. Popov;Lothar Dunsch.
Chemistry: A European Journal (2009)

152 Citations

Single molecule magnet with an unpaired electron trapped between two lanthanide ions inside a fullerene.

Fupin Liu;Denis S. Krylov;Lukas Spree;Stanislav M. Avdoshenko.
Nature Communications (2017)

147 Citations

Trifluoromethyl Derivatives of Insoluble Small-HOMO−LUMO-Gap Hollow Higher Fullerenes. NMR and DFT Structure Elucidation of C2-(C74-D3h)(CF3)12, Cs-(C76-Td(2))(CF3)12, C2-(C78-D3h(5))(CF3)12, Cs-(C80-C2v(5))(CF3)12, and C2-(C82-C2(5))(CF3)12

Natalia B. Shustova;Igor V. Kuvychko;Robert D. Bolskar;Konrad Seppelt.
Journal of the American Chemical Society (2006)

141 Citations

Deviation from the planarity--a large Dy3N cluster encapsulated in an Ih-C80 cage: an X-ray crystallographic and vibrational spectroscopic study.

Shangfeng Yang;Sergey I. Troyanov;Alexey A. Popov;Matthias Krause.
Journal of the American Chemical Society (2006)

137 Citations

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