Uses of Class
jline.api.lqn.LqnNlpComplex
Packages that use LqnNlpComplex
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Uses of LqnNlpComplex in jline.api.lqn
Methods in jline.api.lqn that return LqnNlpComplexModifier and TypeMethodDescriptionLqnNlpComplex.abs()The modulus, a REAL number: python's abs of a complex is a float.LqnNlpComplex.add(LqnNlpComplex b) LqnNlpComplex.cos()LqnNlpComplex.div(LqnNlpComplex b) Division as CPython's_Py_c_quot: scaled by the larger component of the divisor, so a real divisor divides exactly.Lqn_export_nlp.Rate.eval(LqnNlpComplex n) LqnLld.eval(LqnNlpComplex n) Evaluate at a (possibly complex) population.LqnNlpComplex.exp()LqnNlpComplex.log()Principal logarithm; a negative real argument gives NaN, as numpy's real log does.LqnNlpComplex.mul(double s) LqnNlpComplex.mul(LqnNlpComplex b) LqnNlpComplex.neg()static LqnNlpComplexLqnNlpComplex.of(double re, double im) A complex number, complex-typed whatever its imaginary part.LqnNlpComplex.pow(LqnNlpComplex y) Python's**.static LqnNlpComplexLqnNlpComplex.real(double x) A real number.LqnNlpComplex.sin()static LqnNlpComplexLqn_export_nlp.softmin(LqnNlpComplex a, LqnNlpComplex b, double alpha) Python'ssoftmin, over complex so the rate functions differentiate by complex step.LqnNlpComplex.sqrt()Principal square root; a negative real argument gives NaN, as numpy's real sqrt does.LqnNlpComplex.sub(LqnNlpComplex b) LqnNlpComplex.tanh()Methods in jline.api.lqn with parameters of type LqnNlpComplexModifier and TypeMethodDescriptionLqnNlpComplex.add(LqnNlpComplex b) LqnNlpComplex.div(LqnNlpComplex b) Division as CPython's_Py_c_quot: scaled by the larger component of the divisor, so a real divisor divides exactly.Lqn_export_nlp.Rate.eval(LqnNlpComplex n) LqnLld.eval(LqnNlpComplex n) Evaluate at a (possibly complex) population.LqnNlpComplex.mul(LqnNlpComplex b) LqnNlpComplex.pow(LqnNlpComplex y) Python's**.static LqnNlpComplexLqn_export_nlp.softmin(LqnNlpComplex a, LqnNlpComplex b, double alpha) Python'ssoftmin, over complex so the rate functions differentiate by complex step.LqnNlpComplex.sub(LqnNlpComplex b)