Independent study guide to logic for philosophers and mathematicians | Logic - Boing Boing

Check out  - Teach Yourself Logic: A Study Guide 

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Retired Cambridge professor Peter Smith has distilled his experience in teaching philosophers and mathematicians about formal logic into a free, frequently updated (last updated: 2017) study guide to logic, constructed to be easily accessible, with quick-start guides for different kinds of learners, written on the assumption of very little education in either maths or philosophy. 

More Precisely:
The Math You Need to Do Philosophy
(Broadview Guides to Philosophy)

Eric Steinhart, More Precisely: The Math You Need to Do Philosophy* (Broadview 2009) The author writes: ‘The topics presented . . . include: basic set theory; relations and functions; machines; probability; formal semantics; utilitarianism; and infinity. The chapters on sets, relations, and functions provide you with all you need to know to apply set theory in any branch of philosophy. The chapter of machines includes finite state machines, networks of machines, the game of life, and Turing machines. The chapter on formal semantics includes both extensional semantics, Kripkean possible worlds semantics, and Lewisian counterpart theory.
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Related link 
Teach Yourself Logic 2017: A Study Guide by Peter Smith/Logic Matters (PDF) 

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