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По вашему запросу найдено документов: 320208

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Strategies of the computer-aided design of HIV-1 reverse transcriptase inhibitors

O. A. Tarasova, D. A. Filimonov, V. V. Poroikov

Chronic HCV-infection therapy and micro-RNA-122, micro-RNA-199a, micro- RNA-196, micro-RNA-491 and micro-RNA-16

Tarasova O., Aleksandra F., Pavel O., Mazurchik N., Gimadiev R., Abramov A.

Chronic HCV-infection therapy and micro-RNA-122, micro-RNA-199a, micro- RNA-196, micro-RNA-491

Levels of micro RNA 122, micro RNA 199a, micro 196, micro RNA 491 and micro RNA 16 and antiviral therapy in chronic HCV infection

Tarasova O., Ogurtsov P., Mazurchic N., Niyazov A., Kochetov A.

Levels of micro RNA 122, micro RNA 199a, micro 196, micro RNA 491 and micro RNA 16 and antiviral

Levels of micro-RNA-122, micro-RNA-199a, micro-RNA-196, Micro-RNA-491 and micro-RNA-16 and antiviral tharapy in chronic HCV-infection

Fedotova A., Tarasova O., Kritskaya L., Gimadiev R., Abramov A., Mazurchik N., Kochetov A., Ogurtsov P.

Levels of micro-RNA-122, micro-RNA-199a, micro-RNA-196, Micro-RNA-491 and micro-RNA-16

On discrete solutions for elliptic pseudo-differential equations

Tarasova, O. A., Vasilyev, A. V., Vasilyev, V. B.

-differential equation in a half-space with Dirichlet boundary condition in Sobolev-Slobodetskii spaces. Based

Interaction of components in the NaOH-TiO2 · H 2O-H2O system at 25°C

Kostrikin A.V., Spiridonov F.M., Lin'Ko I.V., Zaitsev B.E., Kosenkova O.V., Tarasova S.V., Komissarova L.N.

Solubilities in the NaOH TiO2 · H2O-H 2O system at 25°C were studied. The solubility isotherm

Approximation properties of discrete boundary value problems for elliptic pseudo-differential equations

Tarasova, O., Vasilyev, V.

and uniqueness theorem we give a comparison between discrete and continuous solutions for certain boundary value

On digital approximations for elliptic boundary value problems

Tarasova, O., Vasilyev, V.

-differential operator in discrete Sobolev-Slobodetskii spaces. Existence and uniqueness theorems are proved and a

Frames of solutions and discrete analysis of pseudo-differential equations

Vasilyev, A. V., Vasilyev, V. B., Tarasova, O. A.

their invertibility. Moreover, we give a comparison between continual and discrete case. We give the theory

Discrete boundary value problems as approximate constructions

Vasilyev, A. V., Vasilyev, V. B., Tarasova, O. A.

in a half-space

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