mahek·May 26The Term That Refused to Vanish: From Brownian Motion to Black ScholesWhen we first learn calculus, it feels almost universal. Functions are smooth, changes are small, and higher-order terms disappear fast…A response icon3A response icon3
G-Quant Notes·May 11Quadratic Variation: The Hidden Engine of Itô CalculusHow the squared increments of Brownian Motion accumulate into time, and why this changes stochastic calculus.
ABINASH MISHRA·Feb 19Understanding the Geometry of Cointegration: Why Correlation Isn’t EnoughMost of us are familiar with correlation and are trained to think in terms of correlation matrices.
JYOTHISH KUMAR S D·Dec 31, 2025The Geometry of Randomness: How Probability Shapes Brownian Motion from 1D to 3DTo begin with, a brief visualization of the concept of Brownian motion renders itself inevitable. This elegant waltz in a fluid…A response icon1A response icon1
HrudaySagarG·Dec 3, 2025HMWK 11:Wiener process simulation (ABM, Brownian motion) and Euler–Maruyama MethodIntroduction and Relation to Previous Work
Kevin Xin·Sep 25, 2025Beyond the Random Walk — Defining the uncertain market hypothesisWhat do pollen randomly floating around in a petri dish and stocks on the stock market have in common? At first glance the two may seem…
InTowards AIbyMarco Hening Tallarico·Sep 3, 2025Stochastic Differential Equations and Temperature — NASA Climate Data pt. 2 | Towards Data ScienceYou might wonder why we would want to model a temperature time series as an Ornstein-Uhlenbeck process, and if this has any practical…
InKinomoto AIbyDr. Walid Soula·Aug 29, 2025The Hidden Rhythm of Brownian MotionIntroduction to Geometric Brownian Motion for modeling stock prices
