- #1
Reedeegi
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Hello,
I am wondering what resources are most helpful in learning the progress made by category and topos theorists in creating a "new" foundation for mathematics. So far I have:
Categories for the Working Mathematician
Topoi by Goldblatt
First-Order Categorical Logic by Makkai
An Introduction to Higher-Order Categorical Logic by Lambek
After learning from these books, where would I go to learn about the mathematical applications and framework supplied by topos theory?
Uh-oh... This should be in General Math, not General Physics. Can someone move it?
I am wondering what resources are most helpful in learning the progress made by category and topos theorists in creating a "new" foundation for mathematics. So far I have:
Categories for the Working Mathematician
Topoi by Goldblatt
First-Order Categorical Logic by Makkai
An Introduction to Higher-Order Categorical Logic by Lambek
After learning from these books, where would I go to learn about the mathematical applications and framework supplied by topos theory?
Uh-oh... This should be in General Math, not General Physics. Can someone move it?
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