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  1. www.imdb.com › name › nm0017890Dmitri Alexandrov - IMDb

    Actor: Enemy at the Gates. Dmitri Alexandrov is known for Enemy at the Gates (2001), Jahrestage (2000) and Das Bernstein-Amulett (2004).

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    • Dmitri Alexandrov

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    • Filmografie Dmitri Alexandrov – fernsehserien.de
    • Dmitri Alexandrov | Schauspieler, Sprecher
    • Dmitri Alexandrov, Schauspieler, Sprecher, Köln | Crew United
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  3. orcid.org › 0000/0002/6628-745XDmitri Alexandrov (0000-0002-6628-745X) - ORCID

    Dmitri Alexandrov. expand_more. Works (50 of 349) sort Sort. Items per page: 50. Page 1 of 7. The Role of a Two-Phase Region in Directional Crystallization of Binary Liquids. Mathematics. 2024-07 | Journal article | Author. DOI: 10.3390/math12142178. Contributors : Dmitri Alexandrov; Irina V. Alexandrova; Alexandr Ivanov; Liubov Toropova.

  4. de.wikipedia.org › wiki › Dmitri_AlexandrovDmitri Alexandrov – Wikipedia

    Dmitri Alexandrov ist ein russischer Synchronsprecher und Schauspieler. Seit 1994 lebt er in Köln.

  5. www.instagram.com › dimitri_alexandrovDimitri Alexandrov (@dimitri_alexandrov) - Instagram

    2,821 Followers, 1,132 Following, 1,166 Posts - Dimitri Alexandrov (@dimitri_alexandrov) on Instagram: "Pro Wrestler ☠️☦️🩸 Deathmatch/Kings Road Godzilla, Sharks, and Hockey Vladimir Putin's Least Favorite Wrestler 🇺🇦🇷🇺🇺🇸".

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  6. www.researchgate.net › Dmitri-V-Alexandrov-58023501Dmitri V. Alexandrov's research works | Ural Federal University...

    Dmitri V. Alexandrov's 331 research works with 4,889 citations and 3,494 reads, including: Two-step nucleation and crystal growth in a metastable solution

  7. elcinema.com › en › personDmitri Alexandrov - Actor Filmography، photos، Video

    Jan 19, 2023 · a Russian actor, born on January 19, 1966 in Moscow, Russia. His works include Enemy at the Gates (2001), Jahrestage (2000) and Das Bernstein-Amulett (2004).

  8. link.aps.org › doi › 10Phys. Rev. E 87, 062403 (2013) - Selection criterion of stable...

    Jun 7, 2013 · Using an approach to dendrite growth developed by Bouissou and Pelcé [ Phys. Rev. A 40, 6673 (1989) ], the analysis is presented for the parabolic dendrite interface with small anisotropy of surface energy growing at arbitrary Péclet numbers.