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  Department of Mathematics (수학과)

3. Theses_Ph.D.135

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Collection's Items (Sorted by Issue Date in Descending order): 1 to 20 of 135
Thesis
On the Neural Network Approximations of the Solutions of PDEs by Optimizing the Minimizing Movement Scheme

Thesis(Doctor), 2022

Thesis
신경망의 분석과 적용: 생성적 적대 신경망과 그래프 분류에 대하여

Thesis(Doctor), 2022

Thesis
Solving PDE-constrained Control Problems with Neural Networks

Thesis(Doctor), 2022

Thesis
차수 2인 Del Pezzo곡면 위 Affine Cone의 Generic Flexibility에 관하여

Thesis(Doctor), 2021

Thesis
3-D Axisymmetric Transonic Shock Solutions of Euler System in Cylinders

Thesis(Doctor), 2021

Thesis
Vianna’s tori $T_{a,b,c}$ in $CP^2$ and wall-crossing formula

Thesis(Doctor), 2021

Thesis
On the Neural Network Solutions of PDEs

Thesis(Doctor), 2021

Thesis
사영공간 부분다양체 여집합의 Dwork 코호몰로지와 강체 코호몰로지의 비교에 대하여

Thesis(Doctor), 2021

Thesis
Applications of Machine Learning and Mathematical Modeling on Blockchain

Thesis(Doctor), 2021

Thesis
On norm-attaining operators and spectra of Banach algebras of holomorphic functions

Thesis(Doctor), 2021

Thesis
On the Neural Network approach to the Vlasov-Poisson-Fokker-Planck system and its diffusion limit

Thesis(Doctor), 2021

Thesis
An algorithmic construction of F-manifold structures on smooth projective Calabi-Yau complete intersections

Thesis(Doctor), 2021

Thesis
현장에서 사용가능한 3가지 머신러닝 구조와 방법론에 관 한 연구

Thesis(Doctor), 2021

Thesis
Two approaches of Neural Network system - Chemotaxis PDE and Tranfer Learning

Thesis(Doctor), 2021

Thesis
Norm attaining Lipschitz maps between Banach spaces

Thesis(Doctor), 2020

Thesis
On the Vlasov-Fokker-Planck Equation: the Diffusive Limit Theory and the Neural Network Technique

Thesis(Doctor), 2020

Thesis
On the number of abelian varieties over finite fields

Thesis(Doctor), 2020

Thesis
On Hartogs Type Extension Theorems

Thesis(Doctor), 2020

Thesis
Cavity singularity and maximal regularity of the compressible Stokes equations: some numerical examples

Thesis(Doctor), 2020

Thesis
Interior jump and contact singularity for compressible flows with infow jump datum and numerical simulations

Thesis(Doctor), 2020

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