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  1. Every exponential group supports a positive harmonic function. G Amir, G Kozma. arXiv preprint arXiv:1711.00050. , 2017. 9. 2017. One-dimensional long-range diffusion-limited aggregation III–The limit aggregate. G Amir. Annales de l'Institut Henri Poincaré, Probabilités et Statistiques 53 (4 ….

  2. Experience: Advanced Semiconductor Technology Ltd · Location: Israel · 284 connections on LinkedIn. View Gideon Amir’s profile on LinkedIn, a professional community of 1 billion members.

    • Advanced Semiconductor Technology Ltd
  3. www.rottentomatoes.com › celebrity › gideon_amirGideon Amir | Rotten Tomatoes

    Gideon Amir. Highest Rated: 40% Who Do You Love (2008) Lowest Rated: 40% Who Do You Love (2008) Birthday: Not Available Birthplace ...

  4. Carnival Row. Innovative Artists is a full service talent and literary agency with offices in Los Angeles and New York. For over 25 years, the Innovative Artists production department has been a pillar of the company’s distinct vision, representing a very prominent group of artists within the film, television, commercial, and music video ...

  5. Gideon Amir is known as an Producer, Executive In Charge Of Production, Line Producer, Characters, Director, Actor, Co-Executive Producer, Executive Producer, First Assistant Director, Story, and Unit Production Manager. Some of their work includes Doom Patrol, Missing in Action, American Ninja, Ben 10 Alien Swarm, The Mists of Avalon, Missing, The Babysitter's Seduction, and Nora Roberts ...

  6. Gideon Amir was born in Holland to Holocaust survivors who immigrated to Israel in 1947. He grew up in Jerusalem and served in the IDF as a Paratrooper. Gideon received his Bachelor’s degree in Mathematics from the Hebrew University in Jerusalem and a Master’s degree in Computer Science from the Weizmann Institute of

  7. Research: My research fields are probability theory and probability on groups. My research interests include, (but are not limited to) : Random walks, ranodm walks on groups, amenability, automaton groups, self interacting random walks, interacting particle systems and exclusion processes, stochastic growth models,