Glossary Updates · No. 5 ·
We added 12 terms to two glossaries.
This issue traces first principles thinking back to its roots: from Socrates and Aristotle via Euclid, Descartes and the method of analysis and synthesis to first-principles calculations in physics, John Boyd's destruction and creation, Elon Musk's contrast with reasoning by analogy and the mental-model literature. The context card "How first principles thinking evolved" connects them.
Technical documentation and information design glossary2 new terms
Open the glossaryCognition and analysis methods
Mental model
In cognitive science and usability, a mental model is an internal representation of how something works — a system, a situation or a relationship — that a person uses to understand, predict and decide, for example a user's belief about how a machine or software behaves.
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Five whys
In quality management, the five whys is a questioning technique that asks “why?” repeatedly — typically about five times — to trace a problem from its symptom to an underlying cause; it was developed at Toyota and described by Taiichi Ohno as part of the Toyota Production System.
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Philosophy, reasoning and mental models glossary10 new terms
Open the glossaryFirst principles thinking and its adaptations
First principles thinking
In problem solving, first principles thinking is the practice of breaking a problem down into the basic facts or assumptions that cannot be reduced any further and reasoning upward from them to a solution, instead of reasoning by analogy with existing solutions or from convention.
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First principle (philosophy)
In philosophy and logic, a first principle is a basic proposition or assumption that is not deduced from any other proposition within a system of reasoning and from which further knowledge is derived; Aristotle called such starting points archai.
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Socratic questioning
In philosophy and education, Socratic questioning is a disciplined way of asking systematic questions to examine the definitions, assumptions, evidence and implications behind a claim, named after the Athenian philosopher Socrates (c. 470–399 BCE) as portrayed in Plato’s dialogues.
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Axiomatic method
In mathematics and logic, the axiomatic method builds a body of knowledge from a small set of explicitly stated definitions and axioms and derives every further statement from them by proof; Euclid’s Elements (c. 300 BCE) is its classic model and David Hilbert’s Foundations of Geometry (1899) its modern, formal form.
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Analysis and synthesis (method)
In the history of scientific method, analysis and synthesis is the two-way procedure of resolving a problem or phenomenon into its simpler parts and causes (analysis, resolution) and then reasoning back from them to the whole (synthesis, composition); it runs from Greek geometry, as described by Pappus of Alexandria, through Galileo to Newton.
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Cartesian method
In philosophy, the Cartesian method is the procedure René Descartes set out in his Discourse on the Method (1637): accept nothing as true that is not clearly and distinctly known, divide each difficulty into as many parts as needed, reason in order from the simplest to the most complex, and review everything so that nothing is left out.
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Destruction and creation (John Boyd)
In strategic theory, destruction and creation is the mental cycle described by US Air Force Colonel John R. Boyd in his essay of that name (September 3, 1976): existing concepts are broken apart into their constituents (destructive deduction) and the pieces are recombined into a new concept that matches reality better (creative induction).
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Reasoning by analogy
In logic and problem solving, reasoning by analogy draws a conclusion about one case from its similarity to another, known case — for example, designing or documenting a new product the way comparable products have been designed or documented.
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First-principles calculation
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.
Read the entryMental models as thinking tools
Latticework of mental models
In the decision-making literature, a latticework of mental models is Charlie Munger’s image for a broad set of models from many disciplines that a person combines to understand problems, instead of relying on the models of a single discipline; he set it out in his talk “A Lesson on Elementary, Worldly Wisdom” at the USC Marshall School of Business on April 14, 1994.
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