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Enrichment Series
3
How do we make decisions? - Game Theory
2nd session
➡️ Game theory studies interactive decision-making, where the outcome for each participant or "player" depends on the actions of all.
✨ Each week, we will go over one concept about game theory, starting for basics! This course is for anyone interested in the applications of mathematics/economics in our daily lives.
✨ There will be different sessions for different levels. Any participant can start from the session that they feel reflect their knowledge.
✨ Upon sign-up, participants may request a pre-course form for finding out their level and determine which session they want to start from!
✨ Please remember to be curious and ask questions! We are aiming to have interactive lessons where we learn from each other and real life applications!
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BV
Berra V
36/50
It's not just numbers: Journeys into exploratory and proof-based mathematics
13th session
I believe everyone should be given a space to practice their proof-based math skills, since it teaches you to think logically on your feet, explore, and build/challenge arguments.
PREREQUISITES: This series is meant to be accessible to a broad audience. In reality, much of what we consider to be "college-level math" is completely reachable for students with just a basic proficiency with high school algebra. If any of these sessions require any more advanced prerequisites, I will say so in the description. If you don't have the background knowledge, I encourage you to attend anyway, but also feel free to ask for an excused absence.
Each session, we will explore a different topic in mathematics. These topics are likely unlike any math you've seen before. With this series, I hope to help expand your horizons of what math really is, outside of the classroom. Topics include, but are not limited to, set theory, combinatorics, graph theory, geometry, and more.
These sessions will be proof- and discussion-based, so I would like all participants to engage as much as they are comfortable with! I will provide the basic definitions, pose motivating questions, and provide hints as needed, but the exploration is entirely up to you.
I will add more sessions to this series as we go, so if you have any ideas for future sessions, please feel free to suggest them!
Also, if you're interested in this series but the current set time doesn't work for you, feel free to suggest a better time period that works for you, and if there's enough interest, I can see if I can switch times.
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NP
Nikhil P
26/40
MATHS ORG
57th session
Grab your seat here if you want to experience mathematics through a different lens. Because this series is an arena for solving Math Olympiad problems for fun where you'll learn novel ways of solving math problems. Each day, we'll go through Algebra, Geometry, Combinatorics, or Number Theory problems and learn new ideas and tactics for solving these problems as we go. So, if you are starting fresh on your math olympiad journey or would like to review math olympiad problem-solving strategies, hop onto this bus and let's get going.
Sessions will be held on every Sunday and Thursday.
P.S. More sessions will be added in the series schedule below
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NA
Nabeela A
104/150