no code implementations • 15 Mar 2024 • Fangming Yuan, Stefan Schubert, Peter Protzel, Peer Neubert
This paper proposes a runtime and data-efficient hierarchical VPR pipeline that extends existing approaches and presents novel ideas.
no code implementations • 11 Oct 2023 • Ivanna Kramer, Kevin Weirauch, Sabine Bauer, Mark Oliver Mints, Peer Neubert
Rollator walkers allow people with physical limitations to increase their mobility and give them the confidence and independence to participate in society for longer.
1 code implementation • 6 Mar 2023 • Stefan Schubert, Peer Neubert, Sourav Garg, Michael Milford, Tobias Fischer
It unifies the terminology of VPR and complements prior research in two important directions: 1) It provides a systematic introduction for newcomers to the field, covering topics such as the formulation of the VPR problem, a general-purpose algorithmic pipeline, an evaluation methodology for VPR approaches, and the major challenges for VPR and how they may be addressed.
no code implementations • 16 Feb 2022 • Kenny Schlegel, Peer Neubert, Peter Protzel
We argue that the internal high-dimensional representation of MiniROCKET is well suited to be complemented by the algebra of HDC.
no code implementations • 23 Jun 2021 • Stefan Schubert, Peer Neubert
Visual place recognition is a fundamental capability for the localization of mobile robots.
no code implementations • 15 Mar 2021 • Stefan Schubert, Peer Neubert, Peter Protzel
In this paper, we propose a novel fast sequence-based method for efficient place recognition that can be applied online.
no code implementations • CVPR 2021 • Peer Neubert, Stefan Schubert
In this paper, we use hyperdimensional computing (HDC) as an approach to systematically combine information from a set of vectors in a single vector of the same dimensionality.
no code implementations • 29 Dec 2020 • Stefan Schubert, Peer Neubert, Peter Protzel
In this paper, we propose a graph-based framework to systematically exploit different types of additional structure and information.
1 code implementation • 31 Jan 2020 • Kenny Schlegel, Peer Neubert, Peter Protzel
The available implementations differ in the underlying vector space and the particular implementations of the VSA operators.
no code implementations • 24 Jan 2020 • Stefan Schubert, Peer Neubert, Peter Protzel
This paper discusses this practically very important problem of in-sequence condition changes and defines a hierarchy of problem setups from (1) no in-sequence changes, (2) discrete in-sequence changes, to (3) continuous in-sequence changes.