use num::complex::Complex; use polylog::Li4; mod common; #[test] fn special_values() { use num::Zero; let eps = 1e-15_f64; let z4 = 1.082323233711138_f64; let zero = Complex::zero(); assert_eq_complex!(zero.li4(), zero, eps); assert_eq_complex!(Complex::::new(1.0_f64, 0.0_f64).li4(), Complex::::new(z4, 0.0_f64), eps); assert_eq_complex!(Complex::::new(-1.0_f64, 0.0_f64).li4(), Complex::::new(-7.0_f64/8.0_f64*z4, 0.0_f64), eps); assert_eq_complex!(Complex::::new(0.5_f64, 0.0_f64).li4(), Complex::::new(0.5174790616738994_f64, 0.0_f64), eps); // test value that causes overflow if squared assert!(!Complex::new(1e300_f64, 1.0_f64).li4().is_infinite()); assert!(!Complex::new(1.0_f64, 1e300_f64).li4().is_infinite()); assert_eq_complex!(Complex::new(1e300_f64, 1.0_f64).li4(), Complex::new(-9.4863817894708364e9_f64, 1.725875455850714e8_f64), eps); assert_eq_complex!(Complex::new(1.0_f64, 1e300_f64).li4(), Complex::new(-9.4872648206269765e9_f64, 8.62951114411071e7_f64), eps); } #[test] fn test_values() { let eps = 1e-14_f64; let values = common::read_data_file("Li4.txt").unwrap(); for &(v, li4) in values.iter() { assert_eq_complex!(v.li4(), li4, eps); if v.im == 0.0_f64 { assert_eq_float!(v.re.li4(), li4.re, eps); } } } #[test] fn test_signed_zero() { let pz64 = 0.0_f64; let nz64 = -0.0_f64; assert!(pz64.li4().is_sign_positive()); assert!(nz64.li4().is_sign_negative()); assert!(Complex::new(pz64, pz64).li4().re.is_sign_positive()); assert!(Complex::new(pz64, pz64).li4().im.is_sign_positive()); assert!(Complex::new(pz64, nz64).li4().re.is_sign_positive()); assert!(Complex::new(pz64, nz64).li4().im.is_sign_negative()); assert!(Complex::new(nz64, pz64).li4().re.is_sign_negative()); assert!(Complex::new(nz64, pz64).li4().im.is_sign_positive()); assert!(Complex::new(nz64, nz64).li4().re.is_sign_negative()); assert!(Complex::new(nz64, nz64).li4().im.is_sign_negative()); }