A–01ABOUT / POSITION

Computer Science · AI · mathematical practice

I study intelligent systems by making their intermediate steps visible.

I’m Hoàng, a Computer Science student focused on artificial intelligence, natural language processing, machine learning, and the mathematics underneath them.

This site is part portfolio and part working notebook. It holds systems I am building, explanations I needed in order to understand them, and experiments whose conclusions are still allowed to change.

questionmodeltestrevision
01

Current orientation

What I am trying to understand

  1. 01

    Language as structured data

    Biomedical NLP is the current center of gravity: sequence labelling, assertion context, retrieval, and linking mentions to controlled vocabularies.

  2. 02

    Models as mathematical objects

    I want to understand an objective well enough to derive its recurrence, identify its assumptions, and explain its failure modes without hiding behind an API.

  3. 03

    Experiments as evidence

    Small baselines, fixed evaluation slices, and error ledgers come before impressive demos. An unreported result is better than an untraceable one.

02 / METHOD

Understanding should survive the move from paper to code.

My preferred unit of work is a small, auditable artifact: a derivation, a reference implementation, a visual trace of the internal state, and tests that can be checked by hand.

Fig. AA useful learning artifact must be both explainable and faithful to the algorithm it claims to show.
03

Operating principles

How I work

01Derive before optimizing
Write down the state, objective, and complexity before reaching for a faster implementation.
02Keep interfaces inspectable
Separate recognition, retrieval, and ranking so a failure can be assigned to the stage that produced it.
03Prefer tiny decisive tests
Use hand-computable examples, invariants, and adversarial cases to expose implementation mistakes early.
04Publish the unfinished edge
Record failed approaches and next questions alongside what currently works.
04 / OPEN NOTEBOOK

The useful parts are still moving.

The project pages document architecture and negative evidence. The writing archive develops the mathematics and implementation details. The Now page records the questions currently closest to the keyboard.