Glossary Updates12 new terms added to the glossaries · October 2, 2026, 22:44 CEST
AI TechDocKnowledge

The art of thinking · First principles thinking and its adaptations

First-principles calculation

Also known as: Ab initio calculation, Ab initio method, First-principles method

In physics, chemistry and materials science, a first-principles (ab initio) calculation predicts properties of atoms, molecules or materials directly from the fundamental laws of physics — in practice quantum mechanics — without parameters fitted to experimental data for the system being studied.

  • Thinking models
  • Engineering
  • Physics

In one sentence

A first-principles (ab initio) calculation predicts properties of molecules or materials from quantum mechanics without fitted experimental parameters.

Example

Before a new battery cathode material is synthesized, density functional theory calculations estimate its voltage and stability from the arrangement of its atoms.

Explained in context

Context cards connect this term with others to answer one question. Also in British English and German.

How it applies

  • Science and engineering: Ab initio methods of quantum chemistry and density functional theory are used to study materials, catalysts, semiconductors and batteries before they are made. Walter Kohn (density functional theory) and John A. Pople (computational methods in quantum chemistry) received the 1998 Nobel Prize in Chemistry for this work.
  • Approximations remain: "From first principles" does not mean free of choices. Density functional theory, for example, depends on an approximate exchange-correlation functional. The method starts from fundamental laws, but its results still rest on model decisions that have to be stated.
  • Meaning for first principles thinking: When engineers speak of reasoning "from first principles", they usually mean this scientific sense — starting from physical laws, not from earlier designs. The popular method of first principles thinking borrows the term from here.

How to read this pool

Entries, context cards and transitional topics

The art of thinking explains ways of thinking — where a method comes from, what it asks of you and how it was adapted later. You meet four kinds of content here, each with its own job:

Glossary entry
Defines one concept or method of thinking: its origin, an example and how it relates to neighboring ideas. “X vs. Y” sections set two methods side by side.
Context card of the art of thinking
A short, self-contained answer to one question about a way of thinking — its lineage, its steps, its limits. These cards are listed on The art of thinking only.
Transitional topicBridges both pools
A context card that bridges both pools: it shows how a way of thinking was adapted into documentation, analysis or quality practice. It sits with the reference context cards and is marked as transitional wherever it appears.
Reference entry or context card
Belongs to the Glossary & Norms Space on regulation, norms and engineering. Entries here link to one only where a method is also an established tool of documentation or quality work, such as the five whys or a user’s mental model.
All context cards of the art of thinking

By knowledge.aitechdoc.world · Published October 2, 2026 · Last reviewed

Source: The Nobel Prize in Chemistry 1998, NobelPrize.org

Definitions follow the cited philosophical and historical sources — primary texts, their standard translations and reference works such as the Stanford Encyclopedia of Philosophy — and, for cognitive psychology, the published research and its reviews, with the state of the evidence named in each entry. They are paraphrased, not quoted, unless a passage is marked as a quotation, and sayings that cannot be traced to a source stay attributed. Examples, comparisons and the notes on how a method was adapted are editorial commentary by knowledge.aitechdoc.world. None of these entries is a norm, a standard or a legal requirement, and applying one never replaces a method that a standard or a law requires.

Seen a mistake? Send us a note!