Uusimmat aineistot

  • Software startup education around the world : A preliminary analysis 

    Chanin, Rafael; Khanna, Dron; Kemell, Kai-Kristian; Wang, Xiaofeng; Sales, Afonso; Prikladnicki, Rafael; Abrahamsson, Pekka (RWTH Aachen University, 2018)
    New software startups are born everyday around the world. Nonetheless, failure is the fate of most of them. The community already knows that several facts, such as market competition or lack of resources, can impact the ...
  • Educational Hackathon : Innovation Contest for Innovation Pedagogy 

    Suominen, Anu Helena; Jussila, Jari; Lundell, Teppo; Mikkola, Marko; Aramo-Immonen, Heli (Lappeenranta University of Technology; ISPIM, 2018)
    This paper addresses the educational hackthon as innovation pedagogy method for teaching fuzzy front end of innovation (FFEI) in higher education institutions (HEIs). Specifically it focuses on the process design ...
  • Improving RF Fingerprinting Methods by Means of D2D Communication Protocol 

    Khandker, Syed; Torres-Sospedra, Joaquín; Ristaniemi, Tapani (MDPI AG, 2019)
    Radio Frequency (RF) fingerprinting is widely applied for indoor positioning due to the existing Wi-Fi infrastructure present in most indoor spaces (home, work, leisure, among others) and the widespread usage of smartphones ...
  • Distributed Resource Allocation for Energy Efficiency in OFDMA Multicell Networks with Wireless Power Transfer 

    Chang, Zheng; Wang, Zhongyu; Guo, Xijuan; Yang, Chungang; Han, Zhu; Ristaniemi, Tapani (Institute of Electrical and Electronics Engineers, 2019)
    In this work, an energy efficient resource allocation problem is investigated for the wireless power transfer (WPT) enabled OFDMA multicell networks. In the considered system, multiple base stations (BSs) with a large ...
  • Interactive Nonconvex Pareto Navigator for Multiobjective Optimization 

    Hartikainen, Markus; Miettinen, Kaisa; Klamroth, Kathrin (Elsevier BV, 2019)
    We introduce a new interactive multiobjective optimization method operating in the objective space called Nonconvex Pareto Navigator. It extends the Pareto Navigator method for nonconvex problems. An approximation of the ...

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