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Andreas Ruppen

Researcher at University of Fribourg

Publications -  8
Citations -  273

Andreas Ruppen is an academic researcher from University of Fribourg. The author has contributed to research in topics: Web of Things & Business Process Model and Notation. The author has an hindex of 4, co-authored 8 publications receiving 227 citations.

Papers
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Book ChapterDOI

Internet of things-aware process modeling: integrating iot devices as business process resources

TL;DR: This paper identifies and integrates IoT resources as a novel automatic resource type on the business process layer beyond the classical human resource task-centric view of the businessprocess model in order to face expanding resource planning challenges of future enterprise environments.
Book ChapterDOI

The Things of the Internet of Things in BPMN

TL;DR: The presented approach focuses on integrating the concept of the Internet of Things into the meta-model of the process modeling standard BPMN 2.0 as standard-conform as possible.
Book ChapterDOI

An Approach for a Mutual Integration of the Web of Things with Business Processes

TL;DR: A bi-directional integration approach of current Business Process Management (BPM)-based ERP systems and the WoT to provide a foundation to connect and analyze legacy systems as well as Future Internet applications is proposed.
Proceedings ArticleDOI

A WoT approach to eHealth: case study of a hospital laboratory alert escalation system

TL;DR: The challenges of bringing REST to the eHealth domain are illustrated by studying an existing hospital laboratory alerts system and by proposing to generalize it in order to encompass the whole escalating process and exchanges of information among caregivers, patients and their medical records.
Journal ArticleDOI

A RESTful architecture for integrating decomposable delayed services within the web of things

TL;DR: It is claimed that cleanly integrating delayed, possibly decomposable services, such as a parcel delivery service computing first the partitions of parcels to various tours and then, for each tour, the optimal routing respecting additional constraints represents an important challenge.