Embedded Files
2022 NCTS
Period: 2022/10/1~2023/6/30
Period: 2022/10/1~2023/6/30
- 2022 Topics & Presentations -
- 2022 Topics & Presentations -
Stage 1 Topic: Hirebruch-Riemann-Roch Theorem.
Stage 1 Topic: Hirebruch-Riemann-Roch Theorem.
Stage 2 Topic: Complex Orbifolds.
Stage 2 Topic: Complex Orbifolds.
Member: 蔡以心 (NTU)
Member: 蔡以心 (NTU)
Stage 1 Topic (2022/10-2022/11):
Stage 1 Topic (2022/10-2022/11):
The students will study Lie algebras, basic homological algebra, the category of graded vector spaces and L∞ algebras.
The students will study Lie algebras, basic homological algebra, the category of graded vector spaces and L∞ algebras.
Stage 2 Topic (2022/12-2023/01):
Stage 2 Topic (2022/12-2023/01):
The students will study dg algebras, dg coalgebras and how they are related to L∞ algebras.
The students will study dg algebras, dg coalgebras and how they are related to L∞ algebras.
Stage 3 Topic (2023/02-2023/06):
Stage 3 Topic (2023/02-2023/06):
At this stage, the students will be divided into 2 groups according to their interests and their knowledge about differential geometry.
At this stage, the students will be divided into 2 groups according to their interests and their knowledge about differential geometry.
Member: 劉思承(NTHU)、呂建德(NTHU)、翁麟翔(NTHU)
Member: 劉思承(NTHU)、呂建德(NTHU)、翁麟翔(NTHU)
Stage 1 Topic: Denoising and stitching of images.
Stage 1 Topic: Denoising and stitching of images.
Stage 2 Topic: Denoising and alignment of surface.
Stage 2 Topic: Denoising and alignment of surface.
Member：林固德 (NCU)、黃靖恩 (NTNU)
Member：林固德 (NCU)、黃靖恩 (NTNU)
Stage 1 Topic: Basic training
Stage 1 Topic: Basic training
Stage 2 Topic: Paper reading and research
Stage 2 Topic: Paper reading and research
Member： 蔡仲恩 (NTU)
Member： 蔡仲恩 (NTU)
Stage 1 Topic: Participant sampling
Stage 1 Topic: Participant sampling
Stage 2 Topic: Installation of Air Box
Stage 2 Topic: Installation of Air Box
Stage 3 Topic: Data analysis and result interpretation
Stage 3 Topic: Data analysis and result interpretation
Members：陳姍萱(NTU)、黃映潔(NTU)
Members：陳姍萱(NTU)、黃映潔(NTU)
Stage 1: Study the materials in Algebraic and Analytic Geometry and Topics in Algebraic and Analytic Geometry.
Stage 1: Study the materials in Algebraic and Analytic Geometry and Topics in Algebraic and Analytic Geometry.
Stage 2: Having a thorough understanding of Serre’s GAGA theorems and can begin to apply them to some relevant problems.
Stage 2: Having a thorough understanding of Serre’s GAGA theorems and can begin to apply them to some relevant problems.
Members： 吳沂騰(NTHU)、林俊廷 (NCU)
Members： 吳沂騰(NTHU)、林俊廷 (NCU)
Stage 1 Topic: Background and Fundamentals
Stage 1 Topic: Background and Fundamentals
Stage 2 Topic: Mesh-free methods for solving forward PDEs
Stage 2 Topic: Mesh-free methods for solving forward PDEs
Stage 3 Topic: Mesh-free methods for inverse elliptic PDEs
Stage 3 Topic: Mesh-free methods for inverse elliptic PDEs
Members：李玉萱 (NUK)、曾柏翰 (NUK)、 劉書伶 (NUK)
Members：李玉萱 (NUK)、曾柏翰 (NUK)、 劉書伶 (NUK)
Stage 1 Topic: Basic training in Brownian motion & study random trees and their quotient spaces
Stage 1 Topic: Basic training in Brownian motion & study random trees and their quotient spaces
Stage 2 Topic: The construction of a Brownian map, as a quotient space of Brownian motion on random trees & research on geodesics on Brownian maps.
Stage 2 Topic: The construction of a Brownian map, as a quotient space of Brownian motion on random trees & research on geodesics on Brownian maps.
Members：吳念潔 (NCU)
Members：吳念潔 (NCU)
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