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Browsing by Author "Mironova L."

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Application of Riemann Method to One System in Three-Dimensional Space

Mironova L. (2019)

© 2019, Allerton Press, Inc. For a system of three equations of the second order we prove existence and uniqueness of solutions to the Cauchy problem and to problem with conditions on characteristics and a free surface. ...
Biological activity and pharmacological application of pectic polysaccharides: A review

Minzanova S.; Mironov V.; Arkhipova D.; Khabibullina A.; Mironova L.; Zakirova Y.; Milyukov V. (2018)

© 2018 by the authors. Pectin is a polymer with a core of alternating a-1,4-linked D-galacturonic acid and α-1,2-L-rhamnose units, as well as a variety of neutral sugars such as arabinose, galactose, and lesser amounts of ...
Correction: A nickel-based pectin coordination polymer as an oxygen reduction reaction catalyst for proton-exchange membrane fuel cells (Inorganic Chemistry Frontiers (2018) 5 (780-784) DOI: 10.1039/C7QI00770A)

Kadirov M.; Minzanova S.; Nizameev I.; Mironova L.; Gilmutdinov I.; Khrizanforov M.; Kholin K.; Khamatgalimov A.; Semyonov V.; Morozov V.; Kadirov D.; Mukhametzyanov A.; Budnikova Y.; Sinyashin O. (2019)

© the Partner Organisations. The authors regret that there is an error within the Acknowledgments section of the article. The sentence "This research was made possible by an RNF 14-23-00016 grant" is incorrect. The correct ...
Laplace invariants for a fourth-order equation with two independent variables

Mironov A.; Mironova L. (2014)

We construct the Laplace invariants for an equation with the leading partial derivative. We write defining equations in terms of the Laplace invariants. We obtain classes of equations admitting four-dimensional Lie algebras. ...
Laplace invariants for a generalized Boussinesq-Love equation

Mironov A.; Mironova L. (2015)

© 2015, Pleiades Publishing, Ltd. We construct Laplace invariants for an equation with a dominating fourth partial derivative. The determining equations are written out in terms of the Laplace invariants. We single out ...
Laplace Invariants of an Equation with a Dominating Partial Derivative and Three Independent Variables

Mironov A.; Mironova L. (2019)

© 2019, Pleiades Publishing, Ltd. Laplace invariants are constructed for a fourth-order equation that is a generalization of the Hallaire equation. The determining equations are written in terms of these invariants.
On Laplace invariants for equations with dominating third-order partial derivative and two independent variables

Mironov A.; Mironova L. (2016)

© 2016, Pleiades Publishing, Ltd.Laplace invariants are constructed and the constitutive equations are written in terms of them. Classes of equations which admit four-dimensional Lie algebras are distinguished.
Synthesis, Physicochemical Properties and Anti-Fatigue Effect of Magnesium, Zinc and Chromium Polygalacturonate Based Composition

Milyukov V.; Khabibullina A.; Arkhipova D.; Mironov V.; Khamatgalimov A.; Ryzhkina I.; Murtazina L.; Mironova L.; Vyshtakalyuk A.; Nemtarev A.; Nazarov N.; Kholin K.; Nizameev I.; Minzanova S. (2019)

© 2019 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim The present study is focused on the development of a composition based on three pectin metal complexes (NaMg-PG, NaZn-PG and NaCr-PG) at a mass ratio 7:0.3:0.001. It was ...

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Browsing by Author "Mironova L."

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