—1— 结局与路线 —2— 飘摇的轨迹 范德波尔振荡器 —3— 走遍每个角落 —4— 弗斯滕伯格: 整数中的遍历系统 —5— 马尔古利斯: 代数中的遍历系统 Margulis,图源:abelprize.no —6— 奖给跨界的抽象 [1] De la Salle, Mikael, 'Raconte moi... la propriété (T) ', Gazette des Mathématiciens, Société Mathématique de France, 2016. [2] Dinur, Irit, 'The PCP theorem by gap amplification' (PDF), Journal of the ACM, 54 (3): 12–es. 2007. [3] Eskin, Alex, 'Unipotent Flows and Applications', Clay Mathematics Proceedings, Volume 10. 2010. [4] Furstenberg, Hillel; Katznelson, Yitzhak; Ornstein, Donald Samuel. 'The ergodic theoretical proof of Szemerédi's theorem'. Bull. Amer. Math. Soc. 7 (3): 527–552. 1982. [5] O'Connor, John J.; Robertson, Edmund F., 'Grigory Margulis', MacTutor History of Mathematics archive, University of St Andrews. [6] O'Connor, John J.; Robertson, Edmund F., 'Hillel Furstenberg', MacTutor History of Mathematics archive, University of St Andrews. [7] 'Furstenberg and Smale Receive 2006–2007 Wolf Prize' (PDF). Notices of the American Mathematical Society. 54 (4): 631–632. 2007. [8] 'A biography of Grigory Margulis'. The Abel Prize. Retrieved 2020-03-22. [9] 'A biography of Hillel Furstenberg'. The Abel Prize. Retrieved 2020-03-22. [10] 'Citation by the Abel Committee for the Abel Prize 2020'. The Abel Prize. Retrieved 2020-04-02. [11] 'Ergodic hypothesis'. Wikipedia. Retrieved 2020-04-02. [12] 'Ergodic theory'. Wikipedia. Retrieved 2020-04-02. [13] 'Grigory Margulis'. Wikipedia. Retrieved 2020-04-02. [14] 'Hillel Furstenberg'. Wikipedia. Retrieved 2020-04-02. |
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