Which of these describes Gromov's work?
Revolutionary
Orthodox
Outdated
Minimalist
Answer
**Answer**: Revolutionary. Gromov's exploration of hyperbolic groups revolutionized geometric group theory, introducing the concept of hyperbolicity, quasi-isometries, and other novel ideas. This led to a deeper understanding of the geometry and structure of finitely generated groups, opening new avenues of research in mathematics.
Unlocking the Mysteries of Shape and Space: A Mathematical Journey with Mikhail Gromov
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