📚 Recommended Mathematics Books
Topology (Munkres) | General Topology (Engelking) | Counterexamples in Topology | Rudin's AnalysisAs an Amazon associate, I earn from qualifying purchases.
I am now developing a theory of generalization of funcoids, n-ary (multi)funcoids (where n is a set).
Previously I was going to make first theory of finitary multifuncoids that is the case when n is finite, because there were some complexities with proving some important theorems about infinitary funcoids.
Today I managed to prove it in my drafts using transfinite recursion and transfinite induction. So I think I may treat the general infinite case immediately without first writing about the special finite case.
Congratulations to myself. I hope to write an article about n-ary funcoids soon. Be subscribed to this blog.
🔬 Advanced Mathematics References
- Sheaves in Geometry and Logic
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- Stone Spaces
- Algebraic Topology (Hatcher)
- Concrete Mathematics
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Hey Victor,
That is great news! I am looking to reading the upcoming article about it!
Regards, Ryan