A Sliced Learning Framework for Online Disturbance Identification in Quadrotor SO(3) Attitude Control
Tianhua Gao, Masashi Izumita, Kohji Tomita, Akiya Kamimura

TL;DR
This paper presents a novel dimension-decomposed geometric learning framework called Sliced Learning for online disturbance identification in quadrotor attitude control, leveraging Lie-algebraic error representation and axis-wise decomposition.
Contribution
It introduces a lightweight, interpretable Sliced Adaptive-Neuro Mapping module that enables high-frequency online neural adaptation on resource-constrained microcontrollers.
Findings
Achieves 400 Hz online adaptation on MCUs like STM32
Proves exponential convergence despite disturbances
Validates effectiveness through real-world experiments
Abstract
This paper introduces a dimension-decomposed geometric learning framework called Sliced Learning for disturbance identification in quadrotor geometric attitude control. Instead of conventional learning-from-states, this framework adopts a learning-from-error strategy by using the Lie-algebraic error representation as the input feature, enabling axis-wise space decomposition (``slicing") while preserving the SO(3) structure. This is highly consistent with the geometric mechanism of cognitive control observed in neuroscience, where neural systems organize adaptive representations within structured subspaces to enable cognitive flexibility and efficiency. Based on this framework, we develop a lightweight and structurally interpretable Sliced Adaptive-Neuro Mapping (SANM) module. The high-dimensional mapping for online identification is axially ``sliced" into multiple low-dimensional…
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