Some metrics satisfy a stronger version of the triangle inequality: # For all x, y, z in M, d(x, z) <= max(d(x, y), d(y, z)) These metrics are called super-metrics. An equivalent condition is that every triangle has at least two equal sides. |
* The p-adic numbers are a super-metric space. |
Some metrics satisfy a stronger version of the triangle inequality: # For all x, y, z in M, d(x, z) <= max(d(x, y), d(y, z)) These metrics are called super-metrics. An equivalent condition is that every triangle has at least two equal sides. The p-adic numbers are a super-metric space. |
/Talk? |
/Talk? |