Current instructor

Timo Seppalainen

Adjusted rating
RMP difficulty
captured reviews
About this rating

Raw average: 5.00/5 from 22 quality ratings. The adjusted rating blends this with the UW review average (3.66/5), weighted as 20 additional ratings. Smaller samples stay closer to that average. Each captured review is counted once in the prior; this does not correct who chooses to leave a review.

RMP profile ↗ · All captured review dates; profile matched by name.

What students say

Original student reviews · all captured dates

Quality 5/5Difficulty 4/5
Professor Seppalaninen is a great professor who cares deeply for his students and makes difficult concepts easy for students to understand. He also is very accommodating, as he had several formulas for determining the course grade and went with whatever one gave you the highest grade. One of the best professors to take for such difficult material
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Quality 5/5Difficulty 3/5
Super professional instructor who explains why the mathematical results discussed in class are important, and how they fit into the greater context of measure theory and other areas of mathematics, but keeps the required material in the scope of the class and its prerequisites.
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Quality 5/5Difficulty 4/5
Timo is a good guy and a great teacher. He makes complicated topics very accessible to students who have no analysis background. The homework can be very challenging and take a while, but you only get about 10 of them. The best thing is that the homework is way harder than the exams. So, if you really take time with the hw, you barely need to study
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Personal experiences, not a representative survey. Profile matching and captured coverage are shown in the source details.

Classes with Timo Seppalainen

Covers discrete-time and continuous-time Markov chains, Poisson point processes, and renewal processes, with applications to queueing, branching, and models in science, engineering, and business.

Offering recorded · Spring 2027 · Sources

Past student reviews · Timo Seppalainen

Timo Seppalainen made complicated probability topics accessible, even for students without an analysis background. He explained why mathematical results were important and how they fit into broader contexts. Students found the homework challenging, noting it was harder than the exams, but valued the clarity of his lectures.

historical GPA · grades

Fall 2022–Spring 2026

Theory of Probability II covers possible topics including martingales, weak convergence of measures, and an introduction to Brownian motion.

Offering recorded · Spring 2027 · Sources

Recent recorded grades — Spring 2015: 3.42 GPA, 53.8% A/AB (n=13 letter grades); Spring 2019: 3.87 GPA, 92.6% A/AB (n=27 letter grades); Spring 2025: 3.96 GPA, 96.4% A/AB (n=28 letter grades).

historical GPA · grades

Spring 2023–Spring 2026

Recorded teaching history

Distinct courses recorded per term

Explore courses taught by this instructor →
Browse recorded courses
TermCourseTitle
Spring 2027ISYE/MATH/OTM/STAT 632Introduction to Stochastic Processes
Spring 2027MATH 990Reading and Research
Spring 2027MATH/STAT 734Theory of Probability II
Fall 2026ISYE/MATH/OTM/STAT 632Introduction to Stochastic Processes
Fall 2026MATH 790Masters Thesis

Teaching history may be incomplete. Course pages contain course-specific feedback and citations.

Instructor identity & provenance
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