Page "Discrete Hartley transform" Paragraph 7
from
Wikipedia
For real inputs x < sub > n </ sub >, the DFT output X < sub > k </ sub > has a real part ( H < sub > k </ sub > + H < sub > N-k </ sub >)/ 2 and an imaginary part ( H < sub > N-k </ sub >-H < sub > k </ sub >)/ 2.
Conversely, the DHT is equivalent to computing the DFT of x < sub > n </ sub > multiplied by 1 + i, then taking the real part of the result.
Page 1 of 1.
1.789 seconds.