Egocentric Height Estimation

TL;DR

This paper introduces a novel deep learning framework for estimating a person's height from egocentric videos without calibration, achieving high accuracy in both continuous and categorical height predictions.

Contribution

The work presents a new two-stream neural network approach combining spatial and motion cues for egocentric height estimation without prior calibration or reference points.

Findings

Mean Absolute Error of 14.04 cm in height estimation

Classification accuracy of 93.75% for height categories

Effective fusion of spatial and temporal features

Abstract

Egocentric, or first-person vision which became popular in recent years with an emerge in wearable technology, is different than exocentric (third-person) vision in some distinguishable ways, one of which being that the camera wearer is generally not visible in the video frames. Recent work has been done on action and object recognition in egocentric videos, as well as work on biometric extraction from first-person videos. Height estimation can be a useful feature for both soft-biometrics and object tracking. Here, we propose a method of estimating the height of an egocentric camera without any calibration or reference points. We used both traditional computer vision approaches and deep learning in order to determine the visual cues that results in best height estimation. Here, we introduce a framework inspired by two stream networks comprising of two Convolutional Neural Networks, one based on spatial information, and one based on information given by optical flow in a frame. Given an egocentric video as an input to the framework, our model yields a height estimate as an output. We also incorporate late fusion to learn a combination of temporal and spatial cues. Comparing our model with other methods we used as baselines, we achieve height estimates for videos with a Mean Average Error of 14.04 cm over a range of 103 cm of data, and classification accuracy for relative height (tall, medium or short) up to 93.75% where chance level is 33%.