On the fundamental group calculation associated to reverse-engineering an exotic CP 2 #3 CP 2 and CP 2 #2 CP 2
Paul Kirk
Abstract
I provide a detailed exposition of the fundamental group calculations in the ``reverse engineering" construction of an exotic 2\#3 2 and of an exotic 2\#2 2.
Create a lesson
Related papers
The flip symmetry on Khovanov-Rozansky homology
Hongjian Yang
Families of knots that cannot be made Legendrian parametrically
Javier Martínez-Aguinaga
Branched real projective structures on surfaces and geometrisation of representations
Gianluca Faraco, Nicholas Rungi
Generating the twist subgroup of the level 2 mapping class group of a non-orientable closed surface
Ryoma Kobayashi
H-cobordisms, infinite cyclic covers, and real Seiberg--Witten theory
Sungkyung Kang, JungHwan Park, Masaki Taniguchi
Gurtas Lefschetz Fibrations, Rational Blowdowns, and Exotic Symplectic Four-Manifolds
Anar Akhmedov, Sümeyra Sakallı