Monthly Archives: December 2012

Reversing the red sequence results in an unexpected trail

The question regarding is: which position out of k-dim numbers does it have? We see that 3 is the first prime, i.e. num of dimension 1, 9 is just after 6, 27 is after {12, 18, 20}, 81 after {24, … Continue reading

Posted in Mathematics | Leave a comment

Elaborating on the idea of a proof

We refer to something as proof when there is no doubt that a claim given is supported with reason. The rationale for calling something a proof is worth further investigation, though. If two people talk about a proof, then even … Continue reading

Posted in Mathematics | Leave a comment

A task regarding the R-sequence research

I came up with this task two days ago. Then had to sleep over the idea to write this down here. Now, waiting for your insights. Let P={p_1,p_2,…,p_n}, for , be set of primes. Find the number of combinations of … Continue reading

Posted in Mathematics | Leave a comment