Vertex Model Proof of Imamura-Mucciconi-Sasamoto Correspondence
Explore vertex model proof of q-Whittaker polynomials correspondence, examining lattice path partition functions and their connection to Imamura-Mucciconi-Sasamoto's match between q-Whittaker and periodic Schur measures.
Scaling Limit of Colored Asymmetric Simple Exclusion Process
Explore the scaling limit of colored ASEP using Yang-Baxter equation and Gibbs line ensemble techniques, revealing connections to the KPZ universality class and related probabilistic objects.
Making Sense of Your Data: Statistics and Machine Learning - Lecture 3
Explore advanced statistical techniques and machine learning methods for analyzing complex neutrino data, enhancing your ability to extract meaningful insights from experimental results.
Making Sense of Your Data: Statistics and Machine Learning - Lecture 2
Explore advanced statistical techniques and machine learning methods for analyzing complex neutrino data, enhancing your ability to extract meaningful insights from experimental results.
Making Sense of Your Data: Statistics and Machine Learning - Lecture 1
Explore statistical techniques and machine learning methods for data analysis in neutrino physics, enhancing your ability to extract meaningful insights from complex datasets.
MathWorks Math Modeling Challenge 2024 - York Community High School Finalist Presentation
Innovative mathematical modeling by high school students predicts future housing shortages and homelessness in the U.S., showcasing STEM skills in a prestigious competition with scholarship opportunities.
MathWorks Math Modeling Challenge 2024 - 3rd Place Presentation by Livingston High School
Livingston High School team presents their mathematical model predicting future housing shortages and homelessness in the U.S., showcasing innovative problem-solving skills in the MathWorks Math Modeling Challenge.
Predicting Housing Shortage and Homelessness in the U.S. - M3 Challenge Winner Presentation
Innovative mathematical modeling by high school students predicts future housing shortages and homelessness in the U.S., showcasing the power of STEM in addressing real-world issues.
Predicting Housing Shortage and Homelessness in the U.S. - M3 Challenge Runner Up Presentation
Mathematical modeling predicts future housing shortages and homelessness in the U.S., showcasing innovative solutions from high school students in a prestigious competition that inspires STEM careers.
MathWorks Math Modeling Challenge 2024 - Champion Presentation by Phillips Academy Andover
Winning team presents innovative mathematical model predicting future housing shortages and homelessness in the U.S., showcasing applied math skills in real-world problem-solving.
Predicting Housing Shortage and Homelessness in the U.S. - M3 Challenge Finalist Presentation
Innovative mathematical modeling by high school students predicts future housing shortages and homelessness in the U.S., showcasing STEM skills in a prestigious competition.
Predicting Housing Shortage and Homelessness in the U.S. - M3 Challenge 3rd Place Presentation
Innovative mathematical modeling by UK students predicts future housing shortages and homelessness in the US, showcasing STEM skills in a prestigious international competition.
MathWorks Math Modeling Challenge 2024 - The Pingry School Finalist Presentation
Finalist team presents mathematical modeling solution to predict future housing shortage and homelessness in the U.S., showcasing STEM skills in prestigious high school competition.
MathWorks Math Modeling Challenge 2024 - Runner Up Presentation - Thomas Jefferson High School
Innovative mathematical modeling by high school students predicts future housing shortages and homelessness in the U.S., showcasing the power of STEM in addressing real-world issues.
Polynomial Functors Formalization Report
Explore the formalization of polynomial functors with Sina Hazratpour, delving into advanced mathematical concepts and their applications in functional programming.
Peculiarities of the Minimalist Foundation for Formal Mathematics
Explore the unique aspects of the Minimalist Foundation and its implications for formal mathematics in this insightful seminar presentation.
A Categorical Account of the Setoid Model
Explore a categorical perspective on the setoid model, delving into mathematical concepts and their implications in set theory and category theory.
Enumerative Geometry in A^1 Homotopy Theory
Explore enumerative geometry through A^1 techniques, uncovering new insights and applications in algebraic geometry with Duke University's Kirsten Wickelgren.
Maximally Inflected Planar Curves in Enumerative Geometry
Explore the mathematical intricacies of maximally inflected planar curves in this advanced geometry lecture by Harvard's Thomas Brazelton at the Fields Institute.
Randomness in Dynamical Systems - Lecture 2
Explores randomness in dynamical systems, focusing on geophysical fluid dynamics. Covers theoretical concepts and practical applications in climate modeling and atmospheric-oceanic interactions.
Randomness in Dynamical Systems - Lecture 1
Explore randomness in dynamical systems, focusing on its role and implications in geophysical fluid dynamics and climate modeling. Learn about stochastic aspects and their impact on system behavior.