Nchancinf m-commerce adoption in Thailand


I have so urgent essay about m-commerce which I would like to talk about thailand m-commerce compare with other countries which have been developed the technologies of mobile phone commerce that why for example korea and japan have already successed for m-commerce but why thailand havent been successed yet.

This topic is around 1500 words and components of this topic is


1. Problem/opportunity

” This could refer to business, organisational, social or technical aspects. However, remember that these dimensions are normally linked; in other words, what appears to be a technical problem, with a technical solution, may have considerable social, business or organisational implications.

2. Context
” You could consider a particular (type of) organisation, economic sector, country (or region), etc.

3. Literature review
” You need to set the problem within the specific literature. From this review a gap or conflict in the literature should emerge that can form the basis for your research question.

4. Theory/Conceptual framework
” Whatever topic you choose, there must be a section that describes the theory/conceptual framework chosen. You should justify your choice (with reference to the problem) and show how you will operationalise the theory/framework.

5. Research design
” Here you should describe and justify the research methodology and the outline design (e.g. for interviews: Which (type of) organisations? Which people? Which interview themes?)

6. Discussion Expectations and risks
” What do you expect to emerge from the research? What are the risks (of the research going wrong)? (e.g. problems in gaining access to a specific company) How would you reduce/mitigate those risks? In a sense, these are the strengths and weaknesses of the combination of theory, context, and research design chosen.

” Summary and final message.

Is it possible possible to complete by 2 of april by the deadline? if everything ok that you have available time to do this please let me know as soon as possible
Harverd system