AI Research Today
Send us Fan Mail [https://www.buzzsprout.com/2559699/fan_mail/new] Diffusion models have become the foundation of modern generative AI, powering state-of-the-art systems for image generation, video synthesis, protein design, and more. But behind the impressive demos lies a surprisingly elegant mathematical framework. In this first episode of a multi-part series, we begin working through the excellent MIT lecture notes An Introduction to Flow Matching and Diffusion Models by Peter Holderrieth and Ezra Erives. Rather than jumping straight into denoising or neural networks, we focus on the fundamental question: What does it actually mean to generate data? Topics covered include: * Why generative modeling is fundamentally a sampling problem * Data distributions and probability densities * Representing images, videos, and other data as vectors * Conditional generation and prompts * Why diffusion models are framed as learning distributions rather than memorizing examples * An overview of where the mathematics is heading in the remainder of the course This episode is intended for anyone who wants to understand diffusion models from first principles, building the mathematical intuition needed for later discussions on ODEs, SDEs, flow matching, score matching, and modern diffusion architectures. Lecture Notes: https://diffusion.csail.mit.edu/docs/lecture-notes.pdf [https://diffusion.csail.mit.edu/docs/lecture-notes.pdf] Website: https://arkitekt-ai.com [https://arkitekt-ai.com] Contact: support@arkitekt-ai.com
12 episodes
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