[+] Creation
[+] zeros[Int, _2].of[kg] phEquals (0, 0).vector[kg]
[+] zeros[Double, _3].of[m] phEquals (0, 0, 0).vector[m]
[+] ones[Float, _2].of[m/s] phEquals (1, 1).vector[m/s]
[+] ones[Long, _3].of[N] phEquals (1, 1, 1).vector[N] [+] Elements
[+] zeros[Float, _3].of[N/m]*5 |> {v => (v.x =@= v.y) and (v.y =@= v.z) and (v.z =@= 0.of[kg/(s^_2)]) }
[+] (zeros[Float, _2].of[N/m]._2 =@= 1.of[kg/(s^_2)]) must beFalse [+] Numeric Transforms
[+] ones[Int, _2].of[kg].to[Float] / 10 phEquals ones[Float, _2].of[kg] / 10
[+] ( (ones[Float, _2].of[s] / 10).to[Int] phEquals ones[Float, _2].of[s] / 10 ) must beFalse [+] Scalar Operations
[+] ones[Int, _3].of[m/s] * 10.of[s] phEquals (10, 10, 10).vector[m]
[+] ones[Float, _2].of[m] / 2.of[s] phEquals (.5, .5).vector[m/s]
[+] ones[Float, _2].of[N].abs phEquals math.sqrt(2).toFloat.of[N]
[+] ones[Float, _2].of[N/m].*(5).normalize._1 phEquals (1f/math.sqrt(2).toFloat).of[kg/(s^_2)]
[+] (2, 3).vector[m/s] * 2.of[s] phEquals (4, 6).vector[m]
[+] (2d, 2d).vector[m] / 2.of[s] phEquals ones[Int, _2].of[m/s]
[+] (2d, 2d).vector[m] / 2.of[m] phEquals ones[Int, _2] [+] Vector Operations
[+] (1, 1).vector[m] + (1, 0).vector[m] phEquals (2, 1).vector[m]
[+] (2, 1).vector[N] - (1, 0).vector[N] phEquals ones[Int, _2].of[N]
[+] (2, 3).vector[m] ** (3, 2).vector[s^-_1] phEquals (6, 6).vector[m/s]
[+] (2, 3).vector[m] `.` (3, 2).vector[s^-_1] phEquals 12.of[m/s]
[+] (1, 2, 3).vector[m] X (3, 2, 1).vector[s^-_1] phEquals (-4, 8, -4).vector[m/s]
| Vector Measures Specification | Finished in 57 ms | 20 examples, 22 expectations, 0 failure, 0 error |