Category ‐ Innovation

Category of Polygroup Objects

Category of $H$-groups

‎This paper develops a basic theory of $H$-groups‎. ‎We‎ ‎introduce a special quotient of $H$-groups and‎ ‎extend some algebraic constructions of topological groups to the category‎ ‎of H-groups and H-maps and then present a functor from this category to the category of quasitopological groups‎.

On category of co-coverings

In this article, we introduce the concept of co-covering which is the dual of covering concept. Then, we prove several theorems being similar to the theorems that have been de-veloped for the covering concept. For example, we provide the lifting criterion for co-coverings of a topological space X, which helps us to classify them by subgroups of the group of all homeomorphisms of X.

Category: Applications of E-technologies Innovation Translation and E-commerce in Smes

Adoption of a new technology cannot be automatically assumed. The implementation of an e-commerce system in a small to medium enterprise (SME) necessitates change in the way the business operates, and so should be considered as an innovation and studied using innovation theory. In this article we argue that the decision to adopt, or not to adopt a new technology, has more to do with the interac...

What is more influential in idea generation for innovation: information or individual adoption category?

Contrary to our näıve understanding that ideas for innovation are generated by supply-side such as product developers, studies suggest that ideas can be generated by consumers, especially the group of users called ”early adopters” who behave differently from product developers in regard to product adoption and general knowledge. This research includes an experiment with consumers to test what i...