DDPM sampling is the iterative generation process in denoising diffusion probabilistic models where an artificial neural network progressively removes noise from a random Gaussian distribution to synthesize structured data, such as an image. Operating as a stochastic reverse Markov chain across a sequence of discrete timesteps, the model repeatedly predicts the noise component of the current state, computes the mean of the preceding less noisy state, and injects a calibrated amount of fresh Gaussian noise. This step-by-step stochastic transition allows the model to approximate the true data distribution and explore diverse generative trajectories, distinguishing DDPM sampling from deterministic sampling methods and producing high-fidelity, varied outputs.