Enumerative geometry - Wikipedia
The problem of Apollonius is an early example of an enumerative geometry problem, which were popular with the Ancient Greeks. [1] This problem asks for the number and construction of …
An Invitation to Modern Enumerative Geometry - Springer
The goal of this book is to provide a gentle introduction, aimed mainly at graduate students, to the fast-growing subject of enumerative geometry and, more specifically, counting invariants in …
The Evolution of Enumerative Geometry: A Narrative from …
Oct 5, 2025 · Enumerative geometry, the art and science of counting geometric objects satisfying geometric conditions, has seen a resurgence of activity in recent years due to an influx of new …
Modern enumerative geometry is not so much about numbers as it is about deeper properties of the moduli spaces that parametrize the geometric objects being enumerated.
• Sameer Agarwal, Tim Duf, Max Leiblich, Rekha Thomas, Paul Breiding, Felix Rydell, Elima Shehu, and Angelica Torres, among others, are working on the connections between …
Introduction to Enumerative Geometry | Department of …
Nov 24, 2025 · The purpose of this talk is to give an introduction to counting problems in algebraic geometry.
In enumerative geometry, we want to count geometric objects, such as points, lines, curves,... that satisfy certain algebraic conditions. An example of a result in enumerative geometry is one …
Enumerative geometry and geometric topology
One of the directions of major interest in modern enumerative geometry is the search for structures and symmetries underlying solutions to counting problems. These structures …
This variety has deep geometry and plays a very important role in mathematical physics, in particular, in the study of 4-dimensional supersymmetric gauge theories and instantons.
Enumerative geometry is an ancient branch of mathematics that is concerned with counting geometric objects that satisfy a certain number of geometric con-ditions.