Sets in Go
Background: why sets are useful
Nobody has yet discovered a branch of mathematics that has successfully resisted formalization into set theory. (Thomas Forster, Logic Induction and Sets, p. 167)
Boolean logic and set theory are closely related
Web search result for “go set”.
: type-driven code generation for Go
type with rich API
: a mapping between non-negative integers and boolean values, stored as bits on slices of uint64.
: type-safe, zero-allocation sets for Go.
sets_in_go.txt · Last modified: 2018/10/03 05:29 by luciano