I am glad to share the pdf of my interview by Nathan Carruth, which will appear in print in the Notices of the International Consortium of Chinese Mathematicians.
Thanks again to Nathan for his excellent questions, which allowed me to discuss about so many different aspects of toposes and their relevance for mathematics and beyond!
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Dear Professor Caramello,
If I may, in a lighter vein characteristic of Godavari river people (me being one of us 😉 “Mathematics of Places and Its Place in Mathematics” is one title that readily came to my mind as I read your “Toposes and Their Place in Mathematics”. Just in case anyone is wondering about the singularization (Its) of the original plural (Their), with bridges in place, toposes end up being one connected component, i.e.
pi0 (toposes) = 1.
Happy Weedend 🙂
Thanking you, yours truly, posina /\