How do I check if my array has repeated values inside it?

Question

So here is my array.

double[] testArray = new double[10];
// will generate a random numbers from 1-20, too lazy to write the code

I want to

Answer 1

With (OP) 10 random doubles quite fast. The chance of a repeat: ~0.000002 %.

static bool repeat(double[] a)
{
    return
        a[0] == a[1] || a[0] == a[2] || a[0] == a[3] || a[0] == a[4] ||
        a[0] == a[5] || a[0] == a[6] || a[0] == a[7] || a[0] == a[8] ||
        a[0] == a[9] || a[1] == a[2] || a[1] == a[3] || a[1] == a[4] ||
        a[1] == a[5] || a[1] == a[6] || a[1] == a[7] || a[1] == a[8] ||
        a[1] == a[9] || a[2] == a[3] || a[2] == a[4] || a[2] == a[5] ||
        a[2] == a[6] || a[2] == a[7] || a[2] == a[8] || a[2] == a[9] ||
        a[3] == a[4] || a[3] == a[5] || a[3] == a[6] || a[3] == a[7] ||
        a[3] == a[8] || a[3] == a[9] || a[4] == a[5] || a[4] == a[6] ||
        a[4] == a[7] || a[4] == a[8] || a[4] == a[9] || a[5] == a[6] ||
        a[5] == a[7] || a[5] == a[8] || a[5] == a[9] || a[6] == a[7] ||
        a[6] == a[8] || a[6] == a[9] || a[7] == a[8] || a[7] == a[9] ||
        a[8] == a[9];
}

More general, with 10 numbers ~2 times slower than above,
but ~7 times faster than the hashset approach.

static bool repeat(double[] a)
{
    int k = a.Length - 1;
    if (k < 70)
    {
        double aj;
        for (int i = 0, j; i < k; )
        {
            for (aj = a[k--], j = k; j >= i; j--)
                if (aj == a[j]) return true;
            for (aj = a[i++], j = i; j <= k; j++)
                if (aj == a[j]) return true;
        }
        return false;
    }
    var h = new HashSet();
    while (k >= 0) if (!h.Add(a[k--])) return false;
    return true;
}

Two lines (slow with a repeat ;)

static bool repeat(double[] a)
{ return (new HashSet(a).Count < a.Length); }