Research Article
An Image Encryption Scheme Based on Lorenz Hyperchaotic System and RSA Algorithm
Table 1
Randomness test by NIST SP800-22 for the Lorenz hyperchaotic system’s sequences.
| Test name | P value | Result |
| The frequency test | 0.8823 | Pass | Frequency test within a block (block = 10000) | 0.7208 | Pass | The runs test | 0.6031 | Pass | Tests for the longest-run-of-ones in a block | 0.0798 | Pass | The binary matrix rank test | 0.1220 | Pass | The discrete Fourier transform test | 0.8164 | Pass | The nonoverlapping template matching test (m = 10) | 0.2990 | Pass | The overlapping template matching test (m = 9, template = 111111111) | 0.4298 | Pass | Maurer’s “universal statistical” test | 0.4561 | Pass | The linear complexity test (block = 1000) | 0.6040 [0.6013, 0.3395] | Pass | The serial test (test 1 and test 2) | 0.1395 | Pass | The approximate entropy test | [0.4992, 0.5407] | Pass | The cumulative sums test (forward and reverse test) | 0.8008 | Pass | The random excursions test (x = −1) | 0.9104 | Pass | The random excursions variant test (x = 1) | 0.6031 | Pass |
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