Research Article
A Novel Memcapacitor Model and Its Application for Generating Chaos
Table 2
NIST test results of Lorenz chaotic system.
| Statistical test | -value | Proportion |
| Frequency | 0.444691 | 0.9930 | Block frequency | 0.853049 | 0.9900 | Cumulative sums | 0.224821 | 0.9880 | Runs | 0.08151 | 0.9910 | Longest run | 0.224821 | 0.9900 | Rank | 0.047785 | 0.9890 | Fft | 0.336111 | 0.9900 | Nonoverlapping template | 0.073417 | 0.9880 | Overlapping template | 0.229559 | 0.9870 | Universal | 0.763677 | 0.9890 | Approximate entropy | 0.914025 | 0.9850 | Random excursions | 0.571919 | 0.9872 | Random excursions variant | 0.193194 | 0.9904 | Serial | 0.514124 | 0.9900 | Linear complexity | 0.526105 | 0.9920 |
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