Reconstruction method
This page is a bibliographic and methodological reconstruction. It abstracts study moves from official bibliographic records, public papers, and programmatic lectures. Strategy tags overlap; percentages show case prevalence and do not sum to 100%.
Template parse
The uploaded pages share a stable pattern: hero, badge metadata, sticky sidebar, strategy cards, prevalence bars, 300-row corpus, source spine, and demonstrations. This page keeps that template and upgrades the content to Kontsevich.
Core thesis
Kontsevich’s method repeatedly converts hard geometry or physics into a controlling algebraic structure: a moduli compactification, a category, a deformation complex, a graph expansion, a motivic invariant, or an automorphism product.
How to use it
Read one family at a time. For each case, ask: what is the object, what controls its deformation, what invariant survives equivalence, and what explicit computation or dictionary makes it usable?
The Kontsevich strategy engine
Overlapping prevalence ranking
Bars show how often each strategy appears across the 300 study lenses. Since each case carries multiple tags, this is a method-frequency map rather than a probability distribution.
Decision tree for reading Kontsevich as method
300-case corpus
| # | Year | Case | Family | Study move | Result type | Strategies |
|---|