I learned how to crank out patents. My thinking, over the years, shifted from "Wow, I can really be an inventor," to "Wow, I can Munchkin a ridiculously misconfigured system" and beyond that to "This is really awful."
My blog post: "The evil engineer's guide to patents".
Since Munchkining means following the letter of the rules, while bypassing the unspoken rules, we should consider how often it is accompanied by moral dissonance.
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Logic:
--mathematical
Enderton, "A mathematical introduction to logic" then Shoenfield's classic "Mathematical logic"
Cori and Lascar, "Mathematical logic: a course with exercise" for exercises for self-study
Manin, "A course in mathematical logic" for additional enrichment
--computational
Van Dalen's "Logic and Structure" and then Fitting, "First Order Logic and Automated theorem proving" to fill in the gaps
--philosophical
From Frege to Goedel: a sourcebook in mathematical logic
additional works by Frege and Cantor in dover reprints or in the original.
"Goedel's Proof" by Nagel
"Goedel, Escher and Bach" by Hofstadter
--modal and fuzzy
Goldblatt, "Logics of Time and Computation" (Introduction to modal logic through temporal logic)
Bergmann, "An introduction to many valued and fuzzy logic"
Calculus:
Apostol, "Calculus" 2 volumes (Still a classic)
Demidovich, "Problems in mathematical analysis" (Classic drill book)
Topology:
Viro, "Elementary Topology Problem Textbook" (Based on a classic course)
Modern Abstract Algebra:
Jacobson, "Basic Algebra" volumes 1 and 2
History of Western Philosophy:
Basic primary sources in western philosophy (Not a textbook!)
I think you are supposed to tell which is the one you recommend. I would like to read a textbook on mathematical logic, and would like to know which one to choose. And you just give a list without any advice