Tương đương DeligneKatz cho các đẳng tinh thể trên hội tụ.
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Tương đương DeligneKatz cho các đẳng tinh thể trên hội tụ.
MINISTRY OF EDUCATION AND TRAININGVIETNAM ACADEMY OF SCIENCE AND TECHNOLOGYGRADUATE UNIVERSITY OF SCIENCE AND TECHNOLOGYNguyen Khanh HungDELIGNE-KATZ Tương đương DeligneKatz cho các đẳng tinh thể trên hội tụ. CORRESPONDENCE FOR OVERCONVERGENT ISOCRYSTALSMASTER THESIS IN MATHEMATICSHanoi - 2022MINISTRY OF EDUCATION AND TRAININGVIETNAM ACADEMY OFSCIENCE AND TECHNOLOGYGRADUATE UNIVERSITY OF SCIENCE AND TECHNOLOGYNguyen Khanh HungDELIGNE-KATZ CORRESPONDENCE FOR OVERCONVERGENT ISOCRYSTALSMajor: Algebra and N Tương đương DeligneKatz cho các đẳng tinh thể trên hội tụ. umber theoryCode: 8 46 01 04MASTER THESIS IN MATHEMATICSSUPERVISOR Prof. Dr. Phung Ho HaiHanoi - 2022Declarationĩ declare thdl this thesis tilled ”DelTương đương DeligneKatz cho các đẳng tinh thể trên hội tụ.
igne-Katz correspondence lor overconvergenl isocrystals” is entirely my own work and has not been previously included in d thesis or dissertation submMINISTRY OF EDUCATION AND TRAININGVIETNAM ACADEMY OF SCIENCE AND TECHNOLOGYGRADUATE UNIVERSITY OF SCIENCE AND TECHNOLOGYNguyen Khanh HungDELIGNE-KATZ Tương đương DeligneKatz cho các đẳng tinh thể trên hội tụ. on.Hanoi. 10th October 2022Signature of StudentNguyen Khanh HungAcknowledgementFirst of all. 1 would like to express my deepest gratitude to Prof. Phung Ho Hai for his supervision and strong support over the past two years. Thanks to his topic suggestion, my understanding of algebraic geometry, part Tương đương DeligneKatz cho các đẳng tinh thể trên hội tụ. icularly p-adic geometry, has been enriched and broadened.I would like to express my thanks to my lecturers and colleagues in Institute of MathematicsTương đương DeligneKatz cho các đẳng tinh thể trên hội tụ.
, Vietnam Academy of Science and Technology, especially Assoc. Prof. Doan Trung Cuong, Assoc. Prof. Vu The Khoi, Assoc. Prof. Nguyen Tat Thang. Dr. NgMINISTRY OF EDUCATION AND TRAININGVIETNAM ACADEMY OF SCIENCE AND TECHNOLOGYGRADUATE UNIVERSITY OF SCIENCE AND TECHNOLOGYNguyen Khanh HungDELIGNE-KATZ Tương đương DeligneKatz cho các đẳng tinh thể trên hội tụ. hnology, Institute of Mathematics, Vietnam Academy of Science and Technology and Vietnam Institute for Advanced Stud}' in Mathematics (VIASM) for providing a fertile mathematical environment. The opportunity to attend seminars and lectures and meet various Vietnamese and foreign mathematicians there Tương đương DeligneKatz cho các đẳng tinh thể trên hội tụ. always encourages me in both my academic study and my daily life.I would like to express my special thanks to Assoc. Prof. Le Quy Thuong, Hanoi UniveTương đương DeligneKatz cho các đẳng tinh thể trên hội tụ.
rsity of Science, Vietnam National University. Although I have not worked directly with him since my university graduation, 1 am grateful to him for hMINISTRY OF EDUCATION AND TRAININGVIETNAM ACADEMY OF SCIENCE AND TECHNOLOGYGRADUATE UNIVERSITY OF SCIENCE AND TECHNOLOGYNguyen Khanh HungDELIGNE-KATZ Tương đương DeligneKatz cho các đẳng tinh thể trên hội tụ. hai for many interesting discussions on every aspects of mathematics. It is undoubtful that any idea in mathematics, which is shared with them, always cultivates my academic background and my pursuit of advanced mathematics.Finally, I am indebted to my family for their spiritual support throughout t Tương đương DeligneKatz cho các đẳng tinh thể trên hội tụ. wo years of master’s degree.This work is funded by International Center for Research and Postgraduate Training in Mathematics under the auspices of UNTương đương DeligneKatz cho các đẳng tinh thể trên hội tụ.
ESCO, grant ICRTM032020.03 and funded by the Domestic Master Scholarship Programme of Vingroup Innovation Foundation, Vingroup Big Data Institute, graMINISTRY OF EDUCATION AND TRAININGVIETNAM ACADEMY OF SCIENCE AND TECHNOLOGYGRADUATE UNIVERSITY OF SCIENCE AND TECHNOLOGYNguyen Khanh HungDELIGNE-KATZ MINISTRY OF EDUCATION AND TRAININGVIETNAM ACADEMY OF SCIENCE AND TECHNOLOGYGRADUATE UNIVERSITY OF SCIENCE AND TECHNOLOGYNguyen Khanh HungDELIGNE-KATZGọi ngay
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