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Vasilios Kanellopoulos

Publications and source records attributed to Vasilios Kanellopoulos.

2 recordsLinked to original sources

The relationship between R&D spillovers and regional innovation: Licensing patents through royalties and the Stackelberg duopoly with subgame perfect Nash equilibrium

The present paper examines the effect of R&D spillovers on regional innovation in Greece over the 2002-2010 period. The approach taken goes beyond a regional knowledge production function and draws possible explanations from a more extensive pool of R&D related and regional structural variables. Having employed game theory techniques in order to describe the licensing of the patents through royalties and derived the subgame perfect Nash equilibrium under a Stackelberg duopoly, the results obtained accord with findings of previous studies when it comes R&D expenditure related variables and further suggest that the role of highly-qualified employment is instrumental in promoting regional innovation. The results also suggest the benefits of synergies between R&D personnel in manufacturing and other measures of highly-qualified employment as well as R&D expenditure of the public sector and employment in manufacturing business R&D for regional innovation.

econ.TH↗

The accumulation of knowledge with intra-industry knowledge spillovers: A competition game and the Nash equilibrium based on firm cost minimisation

This paper examines a competition game whose key variables are the R&D efforts (e.g. R&D expenditures) and accumulated knowledge of firms located in a specific region. The most significant element of accumulated knowledge is knowledge spillovers. These are considered intra-industry as it is assumed that the firms operate within the same industry (i.e. similar types of firms) and competitors offer similar products. The present study identifies a Nash equilibrium based on firm cost minimisation. This is derived under the assumption that the firms under examination act rationally and are primarily concerned with achieving optimal outcomes - specifically, by minimising their total costs.

econ.TH↗