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По вашему запросу найдено документов: 306980

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Mesoionic 1,2,3-triazol-5-ylidene - tunable platform for photoluminescent Ir(III) complexes

Ageshina A.A., Topchiy M.A., Dzhevakov P.B., Kirilenko N.Yu., Rzhevskiy S.A., Bermeshev M.V., Nechaev M.S., Asachenko A.F., Khrustalev V.N.

Cyclometallated 1,2,3-triazol-5-ylidene iridium(III) complexes: synthesis, structure, and photoluminescence properties

Topchiy M.A., Dzhevakov P.B., Kirilenko N.Y., Rzhevskiy S.A., Ageshina A.A., Khrustalev V.N., Paraschuk D.Y., Bermeshev M.V., Nechaev M.S., Asachenko A.F.

A series of heteroleptic cyclometallated 1,2,3-triazol-5-ylidene Ir III complexes were synthesized

Making endo-cyclizations favorable again: A conceptually new synthetic approach to benzotriazoles via azide group directed lithiation/cyclization of 2-azidoaryl bromides

Ageshina Alexandra A.

. Herein, we disclose a new practical alternative-the endo-cyclization of 2-azidoaryl lithiums obtained

Алгебры Ли и ассоциативные алгебры: учебное пособие

Корешков Н. А. (Николай Александрович), Скрябин С. М. (Сергей Маркович)

Assessment of trace element and mineral levels in students from Turkmenistan in comparison to Iran and Russia

Kirichuk A.A., Skalny A.V., Schaumlöffel Dirk, Kovaleva I.A., Korobeinikova T.V., Kritchenkov A.S., Aschner Michael, Mansouri Borhan, Skalny A.A., Tinkov A.A.

Isolation of male poultry spermatogonia

Vetokh A.N., Volkova N.A., Volkova L.A., Dotsev A.V., Bagirov V.A., Zinoveva N.A.

SDN Load Prediction Algorithm Based on Artificial Intelligence

Volkov A., Proshutinskiy K., Ateya A.A., Muthanna A., Koucheryavy A., Adam A.B.M.

PREREQUISITES AND THE POSSIBILITY OF OBTAINING A 2-FOLD CROP OF POTATO MINITUBERS IN A GREENHOUSE

Popkova A.A., Semenov A.Zh., Kornatskiy S.A.

PREREQUISITES AND THE POSSIBILITY OF OBTAINING A 2-FOLD CROP OF POTATO MINITUBERS IN A GREENHOUSE

Low thrust transfers to space debris object neighborhood

Budyansky A.A., Baranov A.A.

A local construction of Riemannian metric

Ermolitski, A. A., Rusetski, V. A.

A local construction of a Riemannian metric on a smooth manifold is given by the following theorem.

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