Find all real-valued filters of length 2, which satisfy only the Self- Orthonormality condition
$begingroup$
Its just as the title states: Find all real-valued filters of length 2, which satisfy only the Self-Orthonormality condition
I'm quite stuck on this problem. We are working with OCQF filters right now
and I'm unsure how to generalize this for all filters of length two and make it specific to ONLY the Self-Orthonormality condition
More important than the answer, I would like to know how to approach this problem and problems like this
signal-processing
$endgroup$
add a comment |
$begingroup$
Its just as the title states: Find all real-valued filters of length 2, which satisfy only the Self-Orthonormality condition
I'm quite stuck on this problem. We are working with OCQF filters right now
and I'm unsure how to generalize this for all filters of length two and make it specific to ONLY the Self-Orthonormality condition
More important than the answer, I would like to know how to approach this problem and problems like this
signal-processing
$endgroup$
add a comment |
$begingroup$
Its just as the title states: Find all real-valued filters of length 2, which satisfy only the Self-Orthonormality condition
I'm quite stuck on this problem. We are working with OCQF filters right now
and I'm unsure how to generalize this for all filters of length two and make it specific to ONLY the Self-Orthonormality condition
More important than the answer, I would like to know how to approach this problem and problems like this
signal-processing
$endgroup$
Its just as the title states: Find all real-valued filters of length 2, which satisfy only the Self-Orthonormality condition
I'm quite stuck on this problem. We are working with OCQF filters right now
and I'm unsure how to generalize this for all filters of length two and make it specific to ONLY the Self-Orthonormality condition
More important than the answer, I would like to know how to approach this problem and problems like this
signal-processing
signal-processing
edited Dec 19 '18 at 4:12
Eric Wofsey
187k14216344
187k14216344
asked Dec 4 '18 at 17:59
Joe ManJoe Man
61
61
add a comment |
add a comment |
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