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2023 Faculty Courses School of Computing Department of Mathematical and Computing Science Graduate major in Artificial Intelligence

Advanced Topics in Artificial Intelligence S

Academic unit or major
Graduate major in Artificial Intelligence
Instructor(s)
Toyotaro Suzumura / Motoya Machida
Class Format
Lecture (HyFlex)
Media-enhanced courses
-
Day of week/Period
(Classrooms)
Intensive
Class
-
Course Code
ART.T454
Number of credits
200
Course offered
2023
Offered quarter
1-2Q
Syllabus updated
Jul 8, 2025
Language
English

Syllabus

Course overview and goals

In this intensive course, advanced topics in the wide range of informatics such as mathematical information sciences, intelligence sciences, life-sciences and socio-economic sciences are introduced by visiting lecturers.
The aim of this course is to broaden students' perspectives by lectures of advanced topics by active scientists in the front line.

Course description and aims

Students can obtain knowledge about advanced topics in mathematical information sciences, intelligence sciences, life sciences and socio-economic sciences.

Keywords

mathematical information sciences, intelligence sciences, life sciences, socio-economic sciences

Competencies

  • Specialist skills
  • Intercultural skills
  • Communication skills
  • Critical thinking skills
  • Practical and/or problem-solving skills

Class flow

Lectures give intensive lectures about selected advanced topics.

Course schedule/Objectives

Course schedule Objectives
Class 1 Graph structures and graph analytics for real-world applications Graph theory
Class 2 Methods to understand graph structures Graph theory
Class 3 Introduction to Graph Neural Networks Deep Learning
Class 4 Graph Neural Networks for Heterogenous Graphs Deep Learning
Class 5 Graph Neural Networks for Time-Evolving Graphs Deep Learning
Class 6 Graph Neural Networks for Recommender Systems Deep Learning
Class 7 State-of-the-art research themes on Graph Neural Networks Deep Learning
Class 8 Motivation for Monte Carlo simulation / Rejection algorithm Bayesian methods and simulation
Class 9 Markov chain Monte Carlo method / Metropolis algorithm Markov chains and sampling algorithm
Class 10 Discrete structure and Gibbs sampler / Gibbs algorithm Gibbs model and sampling algorithm
Class 11 How long should you run it? / Perfect sampling algorithms Coupling and perfect sampling methods
Class 12 Hidden Markov model and dynamic decision making / Viterbi algorithm Hidden Markov model
Class 13 Quantum computation and sampling / Shor’s algorithm Quantum states and sampling
Class 14 Brownian motion and sampling / Langevin algorithm Brownian motion and sampling algorithm

Study advice (preparation and review)

Textbook(s)

None

Reference books, course materials, etc.

Specified by lecturers

Evaluation methods and criteria

Will be based on exercise and report.

Related courses

  • None

Prerequisites

None

Contact information (e-mail and phone) Notice : Please replace from ”[at]” to ”@”(half-width character).

Toshiaki MUROFUSHI (murofusi[at]c.titech.ac.jp)

Other

The details will be announced later.