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A tendering is a negotiating process for a contract through by a tenderer issuing an invitation, bidders submitting bidding documents and the tenderer accepting a bidding by sending out a notification of award. As a useful way of purchasing, there are many norms and rulers for it in the purchasing guides of the World Bank, the Asian Development Bank, $...$, also in contract conditions of various consultant associations. In China, there is a law and regulation system for tendering and bidding. However, few works on the mathematical model of a tendering and its evaluation can be found in publication. The main purpose of this paper is to construct a Smarandache multi-space model for a tendering, establish an evaluation system for bidding based on those ideas in the references [7] and [8] and analyze its solution by applying the decision approach for multiple objectives and value engineering. Open problems for pseudo-multi-spaces are also presented in the final section.
16 pages with 2 figures
evaluation, condition of successful bidding, bidding, tendering, decision of multiple objectives, General Mathematics (math.GM), Smarandache multi-space, 90B50,90C35,90C90, FOS: Mathematics, pseudo-multi-space, Mathematics - General Mathematics
evaluation, condition of successful bidding, bidding, tendering, decision of multiple objectives, General Mathematics (math.GM), Smarandache multi-space, 90B50,90C35,90C90, FOS: Mathematics, pseudo-multi-space, Mathematics - General Mathematics
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