ZeroShotMind

Series

Multi-part series that build a topic up from the ground.

Cheatsheets

Every key equation annotated term-by-term — each one links to the post explaining the why, with interactive visuals.

10 parts

Equation Cheatsheets

Every key equation, annotated. Each term links to a post explaining the why — the intuition, the derivation, and an interactive visual. A reference layer for the blog.

cheatsheetequationsreferencerltransformersmath

Interactive

Research blogs you can operate — drag the dials and watch the architecture recompute live.

2 parts

The Architecture Playground

Interactive research blogs where you can turn the dials yourself — drag the config of a transformer and watch the weight matrices, KV cache, and expert routing recompute in real time.

architecturetransformersinteractivekv-cachemoe

Defining Frontier

What separates frontier models in each domain — LLMs, VLMs, agents, and beyond.

16 parts

Mechanistic Interpretability

How do transformers actually work inside? From representation geometry and attention circuits to sparse autoencoders, steering vectors, and attribution methods — a rigorous series on understanding what neural networks compute and why.

interpretabilitymechanistic-interpretabilitytransformerscircuitsfeatures

8 parts

Responsible AI and Evaluation

How to design safety benchmarks, detect harmful outputs, build runtime guardrails, and measure what actually matters in production AI systems.

responsible-aisafetyevaluationbenchmarking

5 parts

LLM Evaluation & Benchmarks

A frontier-level survey of how language models are measured — instruction-following, chat quality, creative writing, formatting, and reward models. Per benchmark: leaderboard data, saturation analysis, and what the numbers actually mean.

llm-evaluationbenchmarksleaderboardssaturation

Fundamentals

Ground-up series on the mechanics behind modern AI systems.

12 parts

Reinforcement Learning for LLMs

From policy gradients to RLHF, GRPO, and agentic systems — a ground-up series on how RL shapes modern language models.

rlllm-trainingalignment

6 parts

The LLM Training Lifecycle

From raw text to instruction-following assistant — a stage-by-stage breakdown of how large language models are pre-trained, mid-trained, fine-tuned, and aligned, and what changes at each stage.

llm-trainingpretrainingsftrlhfdpoalignment

14 parts

Transformer Training Internals

The engineering details that determine whether your model converges, generalizes, and runs efficiently — from normalization choices to optimizer internals.

transformersllm-trainingarchitecture

14 parts

Self-Supervised Learning and World Models

From contrastive learning to JEPA and beyond — how machines learn without labels and why it points toward world models.

sslself-supervisedworld-modelsvision

14 parts

Diffusion Models: From Noise to Image

Score matching, DDPM, latent diffusion, DiT, and flow matching — the full arc of how diffusion models became the dominant generative architecture.

diffusiongenerative-modelsimage-generation

22 parts

Mathematics for LLM Training

Linear algebra, probability, optimization, and information theory — the mathematical foundations that every transformer paper builds on.

mathlinear-algebraprobabilityllm-training

6 parts

Ranking and Rank

Two kinds of rank shape modern LLMs: the rank that orders models by preference — Bradley–Terry, ELO, and reward models — and the rank of a matrix — SVD and low-rank adaptation. This series develops both from first principles.

preference-learningsvdlow-rankreward-modelslinear-algebra

16 parts

Inference Systems for LLMs

Prefill vs decode, continuous batching, memory management, and serving at scale — the engineering behind fast and efficient LLM inference.

inferencellmsystemsperformance

4 parts

GPU and Kernel Optimization

From CUDA thread blocks and shared memory to custom Triton kernels, fused operators, and profiling with nsys — the implementation layer behind fast LLM inference.

gpucudatritonkernelsinferenceoptimization

9 parts

Linear Algebra for ML

From vectors and dot products through eigendecomposition and SVD — the mathematical foundations that underpin modern ML systems, built up from geometry with interactive visualizations at every step.

mathlinear-algebrageometryml-foundations