Is there a space filling curve for 2D images that can guarantee maximal diagonal access time?
So I want to store a 2D image made of pixels in a 1d space filling curve to minimize up, down, left, right and diagonal Access from any given image point to its nearest in Euclidean terms neighbours. Is there such curve that can provide some form of such access speed guarantee? (Say no more than in say 10 elements is your up right neighbor for images of any size, or Something similar)?
image iteration access curve
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So I want to store a 2D image made of pixels in a 1d space filling curve to minimize up, down, left, right and diagonal Access from any given image point to its nearest in Euclidean terms neighbours. Is there such curve that can provide some form of such access speed guarantee? (Say no more than in say 10 elements is your up right neighbor for images of any size, or Something similar)?
image iteration access curve
Why? What are you hoping to gain from this that you can't get out of a standard 1D array with known width for modulo arithmetics?
– Mike 'Pomax' Kamermans
Nov 29 '18 at 19:35
add a comment |
So I want to store a 2D image made of pixels in a 1d space filling curve to minimize up, down, left, right and diagonal Access from any given image point to its nearest in Euclidean terms neighbours. Is there such curve that can provide some form of such access speed guarantee? (Say no more than in say 10 elements is your up right neighbor for images of any size, or Something similar)?
image iteration access curve
So I want to store a 2D image made of pixels in a 1d space filling curve to minimize up, down, left, right and diagonal Access from any given image point to its nearest in Euclidean terms neighbours. Is there such curve that can provide some form of such access speed guarantee? (Say no more than in say 10 elements is your up right neighbor for images of any size, or Something similar)?
image iteration access curve
image iteration access curve
edited Dec 5 '18 at 13:18
usr2564301
17.7k73370
17.7k73370
asked Nov 23 '18 at 2:34
DuckQueenDuckQueen
72322871
72322871
Why? What are you hoping to gain from this that you can't get out of a standard 1D array with known width for modulo arithmetics?
– Mike 'Pomax' Kamermans
Nov 29 '18 at 19:35
add a comment |
Why? What are you hoping to gain from this that you can't get out of a standard 1D array with known width for modulo arithmetics?
– Mike 'Pomax' Kamermans
Nov 29 '18 at 19:35
Why? What are you hoping to gain from this that you can't get out of a standard 1D array with known width for modulo arithmetics?
– Mike 'Pomax' Kamermans
Nov 29 '18 at 19:35
Why? What are you hoping to gain from this that you can't get out of a standard 1D array with known width for modulo arithmetics?
– Mike 'Pomax' Kamermans
Nov 29 '18 at 19:35
add a comment |
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Why? What are you hoping to gain from this that you can't get out of a standard 1D array with known width for modulo arithmetics?
– Mike 'Pomax' Kamermans
Nov 29 '18 at 19:35