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--- !ruby/object:RI::ClassDescription attributes: - !ruby/object:RI::Attribute comment: - !ruby/struct:SM::Flow::P body: The imaginary part of a complex number. name: image rw: R - !ruby/object:RI::Attribute comment: - !ruby/struct:SM::Flow::P body: The real part of a complex number. name: real rw: R class_methods: - !ruby/object:RI::MethodSummary name: new - !ruby/object:RI::MethodSummary name: new! - !ruby/object:RI::MethodSummary name: polar comment: - !ruby/struct:SM::Flow::P body: The complex number class. See complex.rb for an overview. constants: - !ruby/object:RI::Constant comment: - !ruby/struct:SM::Flow::P body: I is the imaginary number. It exists at point (0,1) on the complex plane. name: I value: Complex(0,1) - !ruby/object:RI::Constant comment: name: Unify value: "true" full_name: Complex includes: [] instance_methods: - !ruby/object:RI::MethodSummary name: "%" - !ruby/object:RI::MethodSummary name: "*" - !ruby/object:RI::MethodSummary name: "**" - !ruby/object:RI::MethodSummary name: + - !ruby/object:RI::MethodSummary name: "-" - !ruby/object:RI::MethodSummary name: / - !ruby/object:RI::MethodSummary name: <=> - !ruby/object:RI::MethodSummary name: == - !ruby/object:RI::MethodSummary name: abs - !ruby/object:RI::MethodSummary name: abs2 - !ruby/object:RI::MethodSummary name: angle - !ruby/object:RI::MethodSummary name: arg - !ruby/object:RI::MethodSummary name: coerce - !ruby/object:RI::MethodSummary name: conj - !ruby/object:RI::MethodSummary name: conjugate - !ruby/object:RI::MethodSummary name: denominator - !ruby/object:RI::MethodSummary name: hash - !ruby/object:RI::MethodSummary name: inspect - !ruby/object:RI::MethodSummary name: numerator - !ruby/object:RI::MethodSummary name: polar - !ruby/object:RI::MethodSummary name: quo - !ruby/object:RI::MethodSummary name: to_s name: Complex superclass: Numeric