Fibonacci Triangle Matrices
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12-21-2018, 04:01 PM
Post: #2
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RE: Fibonacci Triangle Matrices
Thanks for posting this, I was not aware of the Fibonacci triangle until now. More info can be found here.
Computation can be sped up significantly by taking advantage of the symmetry of the triangle. Only the first CEIL(n/2) values in row n need be calculated. Then copy the first FLOOR(n/2) values, reversed, to the end of the row. Not really needed in this example but useful for other triangles whose values are harder to calculate. |
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Messages In This Thread |
Fibonacci Triangle Matrices - Eddie W. Shore - 12-20-2018, 02:29 PM
RE: Fibonacci Triangle Matrices - John Keith - 12-21-2018 04:01 PM
RE: Fibonacci Triangle Matrices - Eddie W. Shore - 12-22-2018, 03:00 AM
RE: Fibonacci Triangle Matrices - DA74254 - 12-22-2018, 07:07 AM
RE: Fibonacci Triangle Matrices - Eric Rechlin - 12-22-2018, 03:01 PM
RE: Fibonacci Triangle Matrices - Albert Chan - 12-22-2018, 05:31 PM
RE: Fibonacci Triangle Matrices - compsystems - 12-22-2018, 06:33 PM
RE: Fibonacci Triangle Matrices - Eddie W. Shore - 12-23-2018, 09:33 PM
RE: Fibonacci Triangle Matrices - pier4r - 12-23-2018, 09:59 PM
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