Discrete Fourier Transform
August 1, 2019 ยท View on GitHub
Source Code: /src/families/_2d/tests/dft/
This is the same as the 1d DFT test, but in 2d. The center of the image is 0hz.
Nothing special is done for randomized vs deterministic sequences, or progressive vs non progressive sequences.
Test Results
tests done:
- DFT
DFT
Blue Noise Sequences
BestCandidate (Progressive, Randomized)

BestCandidate5 (Progressive, Randomized)

BestCandidate10 (Progressive, Randomized)

Irrational Number Sampling
R2 (Progressive, Deterministic)

R2Jittered (Progressive, Randomized)

Low Discrepancy Sequences
NRooks (Not Progressive, Randomized)

Sobol (Progressive, Deterministic)

Halton_2_3_Zero (Progressive, Deterministic)

Halton_2_3 (Progressive, Deterministic)

Halton_5_7 (Progressive, Deterministic)

Halton_13_9 (Progressive, Deterministic)

Hammersley Low Discrepancy Sequence
Hammersley2NoOffset (Not Progressive, Deterministic)

Hammersley2 (Not Progressive, Deterministic)

Hammersley3 (Not Progressive, Deterministic)

Hammersley5 (Not Progressive, Deterministic)

Hammersley2_1Bit (Not Progressive, Deterministic)

Hammersley2_2Bit (Not Progressive, Deterministic)

Hammersley2_3Bit (Not Progressive, Deterministic)

Hammersley2_4Bit (Not Progressive, Deterministic)

Regular Sampling
Regular (Not Progressive, Deterministic)

RegularCentered (Not Progressive, Deterministic)

RegularCenteredOffset (Not Progressive, Deterministic)

RegularJittered (Not Progressive, Randomized)

Uniform Random Number Sampling
UniformRandom (Progressive, Randomized)
