mathematician
Let an agent handle mathematicians by field, notable work, careers, education and recognition, with sourced biographies.
Research draft, second pass
A second pass drafted this model: the structure a model of this thing needs, and what is known about it in the world. The line under this one says how the second half was obtained - researched against sources, or recalled without web access, in which case nothing here was read anywhere and every claim is a lead to verify. Unreviewed either way.
written by Claude from model knowledge without web access - no source was read, every claim is a lead to verify
Researched by: Claude
Purpose and description
Let an agent handle mathematicians by field, notable work, careers, education and recognition, with sourced biographies.
A person with extensive knowledge of mathematics who uses it in their work, whether in research on pure mathematics, applied fields such as physics, biology or finance, teaching, or as an amateur or recreational mathematician.
What it is for: Doing, applying and teaching mathematics.
It can be find biographies of mathematicians; explain fields of mathematics; describe education and career routes; find major prizes and their winners.
Distinguishing features
Works with mathematical reasoning
Pure or applied focus
Publishes proofs or models
Includes amateurs
What it looks like
A person; work is visible in papers, proofs, lectures and software.
How it is recognised
Research papers and theorems
Academic and industry roles
Statisticians and actuaries are related professions
Related models
is a kind of - category
works in - field
is recognised by - awards
is related to - related profession
In practice
Families and kinds
pure mathematicians
applied mathematicians
mathematics teachers
computational mathematicians
recreational and amateur mathematicians
Standards and regulation
Teaching qualification rules for school teachers
Failure modes and hazards
Unsourced biographical claims
Misattributing theorems
Also called
Where this came from
wikidata · CC0 1.0
Also registered as vr.tr.mathematician
Drafted structure
Bundle to layer to finding to question, as the second pass will find it: 4 bundles · 8 layers · 8 findings · 16 questions.
Person Which mathematician.
Biographies need sources.
Biography
Life and work.
Biography
Biography.
- What are the main facts of this mathematician life and work, according to reliable sources? provenance
- Which theorems or results are they known for? provenance
Lineage
Academic genealogy.
Lineage
Academic lineage.
- Who were their doctoral advisor and students, according to the Mathematics Genealogy Project? provenance
- Where did they work? provenance
Fields Areas.
Mathematics has many fields.
Area
Field.
Area
Field.
- Which field of mathematics did they work in? definition
- How would it be explained simply? action
Applications
Uses.
Applications
Applications.
- How is their work applied outside mathematics? provenance
- Which examples are well documented? provenance
Career Becoming a mathematician.
Routes vary.
Education
Study.
Education
Education.
- What education leads to a career in mathematics? provenance
- Which competitions or programmes help students? provenance
Jobs
Careers.
Jobs
Careers.
- Which sectors employ mathematicians? provenance
- Which professional societies support them? provenance
Recognition Prizes.
Prizes mark achievement.
Prizes
Awards.
Prizes
Awards.
- Who has won the Fields Medal or Abel Prize, according to official lists? provenance
- What are the criteria? provenance
History
History of mathematics.
History
History.
- Which sources cover the history of mathematics across cultures? provenance
- Are contributions fairly attributed? boundary
What the second pass must settle
- Should each mathematician be a separate entry?
- How should MacTutor and genealogy data be linked?
- How should amateurs be recorded?