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Generating synthetic data is a relevant point in the machine learning community. As accessible data is limited, the generation of synthetic data is a significant point in protecting patients' privacy and having more possibilities to train a model for classification or other machine learning tasks. In this work, some generative adversarial networks (GAN) variants are discussed, and an overview is given of how generative adversarial networks can be used for data generation in different fields. In addition, some common problems of the GANs and possibilities to avoid them are shown. Different evaluation methods of the generated data are also described.
This letter proposes two contributions to improve the performance of transmission with generalized multistream spatial modulation (SM). In particular, a modified suboptimal detection algorithm based on the Gaussian approximation method is proposed. The proposed modifications reduce the complexity of the Gaussian approximation method and improve the performance for high signal-to-noise ratios. Furthermore, this letter introduces signal constellations based on Hurwitz integers, i.e., a 4-D lattice. Simulation results demonstrate that these signal constellations are beneficial for generalized SM with two active antennas.
This paper proposes a novel transmission scheme for generalized multistream spatial modulation. This new approach uses one Mannheim error correcting codes over Gaussian or Eisenstein integers as multidimensional signal constellations. These codes enable a suboptimal decoding strategy with near maximum likelihood performance for transmission over the additive white Gaussian noise channel. In this contribution, this decoding algorithm is generalized to the detection for generalized multistream spatial modulation. The proposed method can outperform conventional generalized multistream spatial modulation with respect to decoding performance, detection complexity, and spectral efficiency.
In this letter, we present an approach to building a new generalized multistream spatial modulation system (GMSM), where the information is conveyed by the two active antennas with signal indices and using all possible active antenna combinations. The signal constellations associated with these antennas may have different sizes. In addition, four-dimensional hybrid frequency-phase modulated signals are utilized in GMSM. Examples of GMSM systems are given and computer simulation results are presented for transmission over Rayleigh and deep Nakagami- m flat-fading channels when maximum-likelihood detection is used. The presented results indicate a significant improvement of characteristics compared to the best-known similar systems.
Code-based cryptography is a promising candidate for post-quantum public-key encryption. The classic McEliece system uses binary Goppa codes, which are known for their good error correction capability. However, the key generation and decoding procedures of the classic McEliece system have a high computation complexity. Recently, q-ary concatenated codes over Gaussian integers were proposed for the McEliece cryptosystem together with the one-Mannheim error channel, where the error values are limited to Mannheim weight one. For this channel, concatenated codes over Gaussian integers achieve a higher error correction capability than maximum distance separable (MDS) codes with bounded minimum distance decoding. This improves the work factor regarding decoding attacks based on information-set decoding. This work proposes an improved construction for codes over Gaussian integers. These generalized concatenated codes extent the rate region where the work factor is beneficial compared to MDS codes. They allow for shorter public keys for the same level of security as the classic Goppa codes. Such codes are beneficial for lightweight code-based cryptosystems.
Generalized Concatenated Codes over Gaussian and Eisenstein Integers for Code-Based Cryptography
(2021)
The code-based McEliece and Niederreiter cryptosystems are promising candidates for post-quantum public-key encryption. Recently, q-ary concatenated codes over Gaussian integers were proposed for the McEliece cryptosystem together with the one-Mannheim error channel, where the error values are limited to Mannheim weight one. Due to the limited error values, the codes over Gaussian integers achieve a higher error correction capability than maximum distance separable (MDS) codes with bounded minimum distance decoding. This higher error correction capability improves the work factor regarding decoding attacks based on information-set decoding. The codes also enable a low complexity decoding algorithm for decoding beyond the guaranteed error correction capability. In this work, we extend this coding scheme to codes over Eisenstein integers. These codes have advantages for the Niederreiter system. Additionally, we propose an improved code construction based on generalized concatenated codes. These codes extent the rate region where the work factor is beneficial compared to MDS codes. Moreover, generalized concatenated codes are more robust against structural attacks than ordinary concatenated codes.
In der vorliegenden Arbeit wird eine Vorlage für ein generalisiertes Betonfertigteil-Tracking für die Bauindustrie geschaffen. In dem ersten der vier Kapitel wird zuerst der Prozess des Fertigteil-Trackings dargestellt. Dieser wird anhand von Experteninterviews modifiziert und es wird ein Standardprozess als Vorlage präsentiert. Dieser Standardprozess soll für projektspezifische Wünsche modular erweiterbar sein. Hierfür werden Vorteile, Probleme und Verbesserungswünsche der Anwender eingearbeitet. Um den Prozess auf die gesamte Baubranche erweitern zu können, werden die softwaretechnischen Voraussetzungen für eine Standardschnittstelle der Fertigteil-Werke analysiert. Um Probleme bei der Implementierung und Durchführung des Trackings zu verhindern, werden die Partikularinteressen aller Beteiligten analysiert. Die Ergebnisse werden aus Experteninterviews generiert sowie durch Literaturrecherche und die eigenen Erfahrungen bei der Implementierung des Fertigteil-Trackings auf der Baustelle Telekom Areal der Ed. Züblin AG ergänzt.
Genera
(2003)
Diplomarbeit „Genera“ Ralph J. Schiel Erstbetreuung: Professor Bernd Jahnke Co-Betreuung: Andreas Bechtold Kommunikationsdesign HTWG Konstanz, SS 2003 Thema Die Diplomarbeit „Genera“ beschäftigt sich mit Interaktions- und Interfacedesign für eine Multimedia Home Plattform (MHP). Diese Plattform stellt eine Verbindung von Internet, Radio,TV, LAN-Netzwerken, , Computer, Hi-Fi und Telefonanlage dar. Die Entwicklung geht hierbei weg von verschiedenen Medien mit unterschiedlichsten Formaten, hin zu einer einzigen Gerätschaft, welche alle Komponenten beinhaltet. Am Beispiel des multimedialen Computerspiels „Genera“ wird eine zukünftige Nutzungsform dieses Mediums aufgezeigt. Tragende Elemente sind hierbei Film, Videospiel, Videoclips, Media Art, Internet und Hyperstrukturen. Die Einsatzbereiche liegen u.a. in den Bereichen Bildung, Wissenschaft und Forschung, Projekt Management und Unterhaltung. Der Benutzer eignet sich Kompetenzen bezüglich innovativer Nutzungs- und Kombinationsformen von Medien an. Durch verant-wortungsvolles Informations Knowledge und - Management erhält er die nötigen Voraussetzungen, um im stattfindenden Digital Devide bestehen zu können. Der Benutzer interagiert in den zunehmend verschmelzenden Dimensionen von Realität und Virtualität.
Gefahrstoff Asbest
(2010)
Das vorliegende Heft wendet sich an Bauherren, Architekten, Ingenieure und Beauftragte, die mit Sanierungs- und Rückbauarbeiten und mit der Entsorgung von asbesthaltigen Bau- und Werkstoffen betraut sind. Es informiert über Gesundheitsgefahren, gesetzliche Regelungen und die Technologie zur Entsorgung von asbesthaltigen Bauprodukten in älteren Gebäuden.
Gamification is one of the recognized methods of motivating people in various life processes, and it has spread to many spheres of life, including healthcare. This article proposes a system design for long-term care patients using the method mentioned. The proposed system aims to increase patient engagement in the treatment and rehabilitation process via gamification. Literature research on available and earlier proposed systems was conducted to develop a suited system design. The primary target group includes bedridden patients and a sedentary lifestyle (predominantly lying in bed). One of the main criteria for selecting a suitable option was its contactless realization for the mentioned target groups in long-term care cases. As a result, we developed the system design for hardware and software that could prevent bedsores and other health problems from occurring because of low activity. The proposed design can be tested in hospitals, nursing homes, and rehabilitation centers.
Für mehr Qualität am Bau
(2018)
Compliance wirkt, wenn sie in den Köpfen der Menschen ankommt – und wenn sie adaptiv die Themen der Zeit aufgreift.
Eine Führungskräftebefragung der Kommunikationsagentur A&B One, unterstützt vom Zentrum für Wirtschaftsethik (ZfW), zeichnet hierzu ein aktuelles Bild der wichtigen Zielgruppe “Management”. Der Beitrag skizziert die Sicht von Führungsverantwortlichen aller Ebenen auf die viel diskutierte unternehmerische Verantwortung, auf die Wirksamkeit von Compliance-Maßnahmen und auf Compliance-Risiken im Homeoffice. Er gibt Impulse für die Praxis: von Synergien zwischen Purpose und Integrität bis hin zur Förderung von Regelbewusstsein beim (coronabedingten) Remote Working.
In this article, the collection of classes of matrices presented in [J. Garloff, M. Adm, ad J. Titi, A survey of classes of matrices possessing the interval property and related properties, Reliab. Comput. 22:1-14, 2016] is continued. That is, given an interval of matrices with respect to a certain partial order, it is desired to know whether a special property of the entire matrix interval can be inferred from some of its element matrices lying on the vertices of the matrix interval. The interval property of some matrix classes found in the literature is presented, and the interval property of further matrix classes including the ultrametric, the conditionally positive semidefinite, and the infinitely divisible matrices is given for the first time. For the inverse M-matrices the cardinality of the required set of vertex matrices known so far is significantly reduced.
Further applications of the Cauchon algorithm to rank determination and bidiagonal factorization
(2018)
For a class of matrices connected with Cauchon diagrams, Cauchon matrices, and the Cauchon algorithm, a method for determining the rank, and for checking a set of consecutive row (or column) vectors for linear independence is presented. Cauchon diagrams are also linked to the elementary bidiagonal factorization of a matrix and to certain types of rank conditions associated with submatrices called descending rank conditions.