MLAug 16, 2024
Linear combinations of latents in generative models: subspaces and beyondErik Bodin, Alexandru Stere, Dragos D. Margineantu et al.
Sampling from generative models has become a crucial tool for applications like data synthesis and augmentation. Diffusion, Flow Matching and Continuous Normalising Flows have shown effectiveness across various modalities, and rely on latent variables for generation. For experimental design or creative applications that require more control over the generation process, it has become common to manipulate the latent variable directly. However, existing approaches for performing such manipulations (e.g. interpolation or forming low-dimensional representations) only work well in special cases or are network or data-modality specific. We propose Latent Optimal Linear combinations (LOL) as a general-purpose method to form linear combinations of latent variables that adhere to the assumptions of the generative model. As LOL is easy to implement and naturally addresses the broader task of forming any linear combinations, e.g. the construction of subspaces of the latent space, LOL dramatically simplifies the creation of expressive low-dimensional representations of high-dimensional objects.
MLSep 28, 2025
Define latent spaces by example: optimisation over the outputs of generative modelsSamuel Willis, Alexandru I. Stere, Dragos D. Margineantu et al.
Modern generative AI models such as diffusion and flow matching can sample from rich data distributions, but many downstream tasks -- such as experimental design or creative content generation -- require a higher level of control than unconstrained sampling. The challenge is to efficiently identify outputs that are both probable under the model and satisfy task-specific constraints. We address this by introducing surrogate latent spaces: non-parametric, low-dimensional Euclidean embeddings that can be extracted from any generative model without additional training. The axes in the Euclidean space can be defined via examples, providing a simple and interpretable approach to define custom latent spaces that both express intended features and are convenient to use in downstream tasks. The representation is Euclidean and has controllable dimensionality, permitting direct application of standard optimisation algorithms to traverse the outputs of generative models. Our approach is architecture-agnostic, incurs almost no additional computational cost, and generalises across modalities, including images, audio, videos, and structured objects like proteins.
LGMay 14, 2020
Formal Analysis and Redesign of a Neural Network-Based Aircraft Taxiing System with VerifAIDaniel J. Fremont, Johnathan Chiu, Dragos D. Margineantu et al.
We demonstrate a unified approach to rigorous design of safety-critical autonomous systems using the VerifAI toolkit for formal analysis of AI-based systems. VerifAI provides an integrated toolchain for tasks spanning the design process, including modeling, falsification, debugging, and ML component retraining. We evaluate all of these applications in an industrial case study on an experimental autonomous aircraft taxiing system developed by Boeing, which uses a neural network to track the centerline of a runway. We define runway scenarios using the Scenic probabilistic programming language, and use them to drive tests in the X-Plane flight simulator. We first perform falsification, automatically finding environment conditions causing the system to violate its specification by deviating significantly from the centerline (or even leaving the runway entirely). Next, we use counterexample analysis to identify distinct failure cases, and confirm their root causes with specialized testing. Finally, we use the results of falsification and debugging to retrain the network, eliminating several failure cases and improving the overall performance of the closed-loop system.