Altunoz, TulinPamuk, MehmetcikYildiz, Oguz2026-04-102024-06-09JOURNAL OF TOPOLOGY AND ANALYSIS, cilt 18, 2024, sayı 1, ss. 1-181793-5253https://hdl.handle.net/11727/14877Let S = S(n) denote the infinite-type surface with n ends, n is an element of N, accumulated by genus. For n >= 6, we show that the mapping class group of S is topologically generated by five involutions. When n >= 3, it is topologically generated by six involutions.en-USBig mapping class groupsinfinite surfacesinvolutionsgenerating setsArticle181001235652300001