Prompt

"Generate an image representing a multivariate normal distribution, also known as a multivariate Gaussian distribution, in a 3D n-dimensional real vector space. The image should visualize a mean vector and a covariance matrix, with a probability density function of f(x) = (1/((2π)^{k/2} |Σ|^{1/2})) exp(-1/2 (x-μ)^T Σ^{-1} (x-μ)). The style should be abstract and mathematical, with colors representing different probabilities. Include a 3D surface plot or a heatmap to illustrate the distribution."

Image by stabilityai/stable-diffusion-3.5-large-turbo