Category:Created with Matplotlib
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English: Files created with Matplotlib (wiki). Ideally, source code should be included on the page; to request source code use {{Source code please}}. Please wrap the source code in syntax highlighting via <source lang="python">...</source>
Subcategories
This category has the following 4 subcategories, out of 4 total.
Media in category "Created with Matplotlib"
The following 58 files are in this category, out of 58 total.
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Airy wave train.webm 8.0 s, 4,073 × 3,875; 5.8 MB
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Alpha-divergence.svg 600 × 400; 63 KB
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Anscombe transform animated.gif 800 × 400; 849 KB
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Black-Scholes surface plot with random paths.svg 900 × 900; 1.47 MB
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Bounded probability distributions, compared with the normal distribution.svg 1,080 × 900; 46 KB
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Chambadal–Novikov efficiency.svg 720 × 540; 19 KB
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Cholesky decomposition with two ellipses.svg 614 × 461; 39 KB
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Constant EIS utility curves.svg 600 × 400; 30 KB
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De Almeida-Thouless line.svg 614 × 461; 36 KB
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Detrended fluctuation analysis, illustrated with Brownian motion.png 1,582 × 1,570; 454 KB
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Dieterici gas inversion temperature plot.png 523 × 525; 30 KB
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Distribution of Number of Species per Genus in all plant genera.png 570 × 457; 22 KB
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Fejér kernels.svg 576 × 432; 38 KB
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Gaussian wavepacket p0=0.webm 10 s, 1,560 × 1,560; 998 KB
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Gaussian wavepacket p0=1.webm 10 s, 1,560 × 1,560; 633 KB
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Heap's Law on "War and Peace".png 734 × 547; 46 KB
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Heaps' Law on "War and Peace".svg 662 × 491; 156 KB
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Illustration for Allan variance of 1-f noise.png 846 × 294; 34 KB
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Interaction between sample size, effect size, and statistical power.svg 1,152 × 960; 366 KB
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Intermittency in logistic map, cobweb diagram.png 567 × 455; 42 KB
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Intermittency in logistic map.png 567 × 455; 24 KB
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Inverse gaussian as stopping time of random walk.png 1,200 × 1,200; 290 KB
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Ito lemma 1D illustration.svg 576 × 432; 126 KB
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Linear diffusion noise scheduler.svg 614 × 461; 30 KB
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Local martingale.svg 1,440 × 960; 211 KB
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Lotka law for the 15 most populated categories on arXiv (2023-07).svg 1,800 × 1,440; 351 KB
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One-neuron recurrent network bifurcation diagram.png 800 × 800; 209 KB
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P-hacking by early stopping.svg 1,152 × 576; 135 KB
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Packet-switching cost performance trends, 1960-1980.svg 360 × 540; 51 KB
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Perceptron convergence theorem.svg 900 × 900; 31 KB
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Phase diagram of random subcube model.svg 614 × 461; 38 KB
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Polymorphism Gibbs free energy.png 578 × 432; 29 KB
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Power spectrum of sunspot number, from 1945 to 2017.png 959 × 1,560; 325 KB
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RKKY interaction 2d.svg 614 × 461; 181 KB
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RkkY interaction.svg 614 × 461; 28 KB
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Sample mean and variance of IID samples from a standard Cauchy distribution..png 1,589 × 490; 115 KB
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Solar rotation period as a function of solar latitude.png 562 × 455; 25 KB
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Spectral density of gaussian ensembels, N = 1 to 32.png 1,790 × 941; 258 KB
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Spectral density of Wishart-Laguerre ensemble (8, 15).png 1,325 × 724; 86 KB
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Stolz sector plot.svg 900 × 900; 118 KB
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Sunspot number over time, sonified..webm 1 min 14 s, 1,000 × 600; 2.56 MB
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The effect of z-score normalization on k-means clustering.svg 960 × 480; 500 KB
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Wigner function of simple harmonic oscillator.png 1,800 × 1,200; 759 KB
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Wigner quasiprobability distribution of a coherent state.webm 5.0 s, 2,011 × 2,011; 629 KB
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Wigner quasiprobability distribution of cat state, n = 10, a = 10.webm 17 s, 2,011 × 2,011; 2.67 MB
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Wigner quasiprobability distribution of cat state.webm 7.5 s, 1,011 × 1,011; 190 KB
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Wigner quasiprobability distribution of cat states, grid.webm 7.5 s, 3,200 × 2,400; 2.23 MB
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Wigner quasiprobability distribution of squeezed states.webm 7.5 s, 3,200 × 2,400; 1.13 MB
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Wigner quasiprobability distribution of superpositioned Fock states (1, 2).webm 7.5 s, 2,011 × 2,011; 445 KB
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Wigner quasiprobability distribution of superpositioned Fock states, grid.png 1,515 × 1,466; 800 KB
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Wigner quasiprobability distribution of superpositioned Fock states.webm 7.5 s, 2,400 × 1,600; 464 KB
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Wigner quasiprobability distribution of superpositioned squeezed states, varying purity.webm 19 s, 1,600 × 1,600; 1.19 MB
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Zipf's law on War and Peace.png 2,011 × 2,411; 443 KB
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