Sirawit Pongnakintr

สิรวิชญ์ พงศ์นคินทร์

Grades

Here are my grades, in reverse chronology. Official academic transcripts can be provided upon request. I provide the grades here for transparency and in case anyone would like to know about my particular performances. Readers are welcome to form their own judgments about my academic performance. I do not claim to be an exceptionally talented student, nor do I believe that I need to establish exceptional talent to justify my desire to pursue mathematics. Regardless of how my abilities are judged, I love mathematics and intend to continue pursuing it. I believe that everyone deserves the opportunity to pursue mathematics, independently of their academic achievements or perceived talents. I'm not going to say anything more to avoid turning this page into a manifesto, but I recommend the reader who is interested about me to check out the main idea.

MSc Mathematics, ETH Zürich

Note: the minimum grade is 1.0, the maximum grade is 6.0, the passing grade is 4.0. The numerical grades correspond to the following description:

Grade	Interpretation
6.0 – 5.75	excellent (ausgezeichnet)
5.5 – 5.25	very good (sehr gut)
5.0 – 4.75	good (gut)
4.5 – 4.25	satisfactory (befriedigend)
4.0	pass (genügend)
3.5	fail (ungenügend)
3.0	poor (schlecht)
2.5	very poor (schlecht bis sehr schlecht)
2.0	extremely poor (sehr schlecht)
1.0	not measurable (nicht messbar)

The courses with pass/fail assessments are student seminars or mini-lectures.

Fall 2026

In Progress: Fundamentals of Mathematical Statistics, Computer Vision, Master's Thesis

Spring 2026

Course	Grade	ECTS
Differential Geometry II	6.00	9
Symmetric Spaces	6.00	7
Algebraic Geometry II (University of Zurich)	6.00	9

Fall 2025

Course	Grade	ECTS
Introduction to Lie Groups	5.00	7
Representation Theory	5.00	9
Algebraic Methods in Combinatorics	4.50	5
Functional Analysis I	4.25	9
Mathematical Aspects of Interactive Proof Systems	passed	4

Spring 2025

Course	Grade	ECTS
Algebraic Geometry	4.00	9
Algebraic Topology II	4.50	7
Number Theory II: Introduction to Modular Forms	5.50	7
The distribution of prime numbers	5.50	7
Toric Geometry	passed	4

Fall 2024

Course	Grade	ECTS
Commutative Algebra	5.25	9
Algebraic Topology I	4.50	7
Number Theory I	5.00	7
Advanced Algorithms	5.75	9
Structural Graph Theory	5.50	5
Network Analysis	5.50	3
Scientific Works in Mathematics	passed

BSc Double Major in Mathematics and Computer Science, École Polytechnique

Letter grades mean the following:

Grade	Interpretation
A+	The course's academic objectives were surpassed and the student has gone above and beyond expectations
A	The course's academic objectives were fully attained and the student has demonstrated particular capabilities during the course
A-	The course's academic objectives were fully attained
B+	The course's academic objectives were mostly attained
B, B-	The course's academic objectives were generally attained
C	The course's academic objectives were partially attained with adequate knowledge to move on to more advanced work
D	The course's academic objectives were minimally attained with persistent weaknesses
E	The course's academic objectives were not attained
F	The course's academic objectives were not attained as the student demonstrated no or little effort (e.g. numerous unexcused absences, failed to attend final exams) and/or committed/attempted to commit an academic offense (e.g. cheating, plagiarism).

Grades ranging from A+ to D are passing grades which allow students to receive ECTS credits. Grades of E and F allow students to take remedial exams. When a student passes a remedial exam, s/he can only receive a maximum grade of C. This grade replaces the failing grade initially obtained.

Semester 6

Course	Grade	ECTS
Bachelor Thesis	A+	14
Complexity	A+	4
Concurrent and Distributed Computing	A-	4
Computer Graphics	A	4
Formal Methods and Model Checking	A+	4
Intermediate French - Préparation TCF - B2	A-	2
Measure and Integration	B	4
Probability: Stochastic Processes	A	4
Differential Geometry	A	4
Sports - S6	A+	1

Semester 5

Course	Grade	ECTS
Functional Programming	A+	3
Compilers	A+	5
Relational Programming	A+	3
Lab Research Project Year 3	A+	3
B1/B2 Intermediate French (TCF preparation)	B+	2
Topology and Differential Calculus	A-	5
Algebra and Galois Theory	A+	5
Complex Analysis	A	5
Active Volunteering	A+	2
Sports - S5	A-	1

Semester 4

Course	Grade	ECTS
Machine Learning	A+	5
Computer Architecture	A+	5
Introduction to Formal Languages	A+	3
Introduction to Networks	A-	3
Beginner French (A2/B1)	B	2
Euclidean and Hermitian Spaces	A	5
Series of Functions, Differential Equations	A+	5
Numerical Linear Algebra	A+	3
A First Step in Numerical Optimization	A+	3
Sustainable Development	A+	2
Sports	A+	1

Semester 3

Course	Grade	ECTS
Object-oriented Programming in C++	A+	5
Design and Analysis of Algorithms	A+	5
Logic and Proofs	A+	3
Violence: An Introduction to Moral and Political Philosophy	A	2
A2/B1 Intermediate French	B	2
Linear Algebra 2	A-	5
Topology and Multivariable Calculus	A-	5
Introduction to Probability	A+	3
Introduction to Statistics	A+	3
Algorithms for Discrete Mathematics	A+	3
Sports	A	1

Semester 2

Course	Grade	ECTS
Biology	B+	3
Computer Programming	A+	5
Introduction to Algorithms	A+	2
French Identity	B+	2
Maths in Practice: Vector and Fourier Analysis	A	2
Intermediate French (A2/B1)	A-	2
Discrete Mathematics	A+	5
Integral and Differential Calculus	A+	5
Introduction to Numerical Analysis	A	3
Physics II: Electromagnetism and Light	A	5
Beginner's Physics Lab II	A	2
Sports	A	1

Semester 1

Course	Grade	ECTS
Computer Programming	A	5
Introduction to Economics	A-	5
Maths in Practice Calculus	A	1
How to Write Mathematics	A	2
Discovery labs	A-	2
Beginner French Internship and Cultural Field Trip	pass	1
A0/A1 - Beginner French	A-	2
Linear Algebra	A+	5
Introduction to Analysis	A	5
Seizing my New Life at University	pass	2
Physics I: Mechanics and Heat	A+	5
Sports	A	1