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"Mesh generation" as a book category covers the theory, algorithms, tools, and applications for creating discrete computational representations (meshes) of geometric domains used in simulation, visualization, and analysis. Books in this category typically explain types of meshes (structured, unstructured, triangular, tetrahedral, hexahedral, hybrid), mathematical foundations (computational geometry, interpolation, numerical stability), core algorithms (Delaunay triangulation, advancing-front, octree, refinement/coarsening, anisotropic/adaptive meshing), quality metrics and improvement techniques, and practical implementation details and software (e.g., Gmsh, TetGen, commercial solvers). They range from introductory texts for students and practicing engineers to advanced monographs and research compilations, and emphasize applications in finite element and finite volume analysis, computational fluid dynamics, computer graphics, and medical imaging. Practical chapters often include case studies, preprocessing/postprocessing workflows, and guidance on handling complex geometries and boundary conditions, while advanced treatments address error estimation, parallel and streaming meshing for large-scale problems, and emerging topics like meshless methods and geometry-aware remeshing.

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