IComplexNumber function ( IComplexNumber arg0 ) { Complex loc0 = new Complex ( arg0 . realComponent ( ) . doubleValue ( ) , arg0 . imaginaryComponent ( ) . doubleValue ( ) ) . acos ( ) ; return Nd4j . createDouble ( loc0 . getReal ( ) , loc0 . getImaginary ( ) ) ; }
return the sin value of the given complex number concode_field_sep PlaceHolder placeHolder concode_field_sep IComplexNumber log concode_elem_sep IComplexNumber cos concode_elem_sep IComplexNumber ceil concode_elem_sep IComplexNumber atan concode_elem_sep IComplexNumber neg concode_elem_sep IComplexNumber tanh concode_elem_sep IComplexNumber abs concode_elem_sep IComplexNumber round concode_elem_sep IComplexNumber sqrt concode_elem_sep IComplexNumber hardTanh concode_elem_sep IComplexNumber sin concode_elem_sep IComplexNumber pow concode_elem_sep IComplexNumber pow concode_elem_sep IComplexNumber asin concode_elem_sep IComplexNumber[][] complexNumbersFor concode_elem_sep IComplexNumber[][] complexNumbersFor concode_elem_sep IComplexNumber[] complexNumbersFor concode_elem_sep IComplexNumber[] complexNumbersFor concode_elem_sep IComplexNumber floor concode_elem_sep IComplexNumber exp concode_elem_sep IComplexDouble exp concode_elem_sep IComplexFloat exp