Teaching Activities

(some classes were taught in Japanese)

At Tohoku university (each 15x1h30) 　　　

2021,	1st sem.	Inf. B	Fundamentals of Information Science B
	1st sem.	Calculus B	Differential and Integral Calculus of functions of several variables
2020,	2nd sem.	Calculus A	Differential and Integral Calculus of functions of the real variable
	2nd sem.	Calculus C	Differential Equations
	2nd sem.	Fundations of Calculus	(for Marine Biology Students)
	1st sem.	Calculus B	Differential and Integral Calculus of functions of several variables
2019,	2nd sem.	Calculus A	Differential and Integral Calculus of functions of the real variable
	2nd sem.	Calculus C	Differential Equations
	2nd sem.	Fundations of Calculus	(for Marine Biology Students)

At Ochanomizu University 　

2019, 1st Sem	Introduction to Statistics
2018, 1st Sem	Introduction to Statistics
2nd sem.	Introduction to Numerical Analysis with Python
2017, 1st Sem.	Introduction to Statistics	Almost similar to 2016's course
2nd semester	Solving and Visualizing ODE and PDE with Mathematica	(packed lecture)
2016, 1st Sem.	Introduction to Probabilty and Statistics	New 「Essential Mathematics I」 course.
2nd Sem.	Introduction to Numerical Computations	For undergrad. 2-3rd year （15 x １h３０)
2015, 1st Sem	「Essential Mathematics for Global Leaders I」	(review of Calculus techniques. Very similar to 2014's course)
2nd Sem.	「Essential Mathematics for Global Leaders II」	(Qualitative Theory of Differential Equations)
2014, 2nd Sem.	「Essential Mathematics for Global Leaders I」	(review of Calculus techniques)

At Kyushu University
　　　

2014, 1st Sem.	"Information Security and Cryptography ",	Graduate Course, 4 x 1h30
2013, 1st Sem.	"Information Security and Cryptography"	(same as above)
2nd Sem.	Introduction to Computer Science	Undergrad. 2nd year, 2x1h30
	Introduction to main protocols in cryptography(pptx)	(in Japanese)
	An invitation to Data Structure(pptx)	(in Japanese)
2012, 1st Sem.	Concepts of Math Modeling (omnibus lecture) Differential Agebraic Equations in Modeling	Undergrad. 4th year(4 x 1h30)
2nd Sem.	AlgebraIII, Practice Class. Fields and Galois Theory	Undergrad. 3-4th year.(14 x 1h30)
2010, 1st Sem	Algorithms for polynomial systems: elimination and Groebner basis	Grad. Course (14 x 1h30). Revised content of 2009's course below.
2009, 1st Sem.	Computational algebra through Groebner bases	Grad. Course (14 x 1h30)

At École Polytechnique (as a TA in Computer Science department. Computer's classes, all with JAVA）

2005-06 1st Sem.	Fundamentals of Comp. Sci.	Undergrad. 4th year, advanced (40h)
2nd Sem.	Algorithms and Programming	Undegrad. 4th year, intermediate (40h)
2004-05 1st Sem.	Algorithms and Programming	(as above)
2nd Sem.	Introduction to Comp. Sci (Programming in JAVA)	Undergrad. 3rd beginer(40h)
2003-04	Introduction to Comp. Sci (Programming in JAVA)	(as above)