R&D project is an important means for enterprises to gain continuously a competitive advantage in the fierce market. The key during R&D investment decision-making problems is project selection. Compared to normal engineer projects, it is more difficult to accomplish R&D project evaluation and selection since it has complex, dynamic and innovation features. In this paper, we focus on multiple R&D projects selection problem in the same enterprise and build a dynamic selection model. Within this dynamic selection model, the effect on the under-going project by other R&D projects after their stage success is considered according to game philosophy. Then investment decision points will be conducted to avoid game risk, and finally the optimal investment decision objectives for multiple research projects will be realized.R&D projects considered in this paper have market risk, technology risk, unexpected risks, and game risk in the same enterprise. Firstly, according to the characteristic of multi-stages for R&D project, project termination decision criterions are built by using twin securities theory under real options perspective. Within each stage, the potential cash flow of R&D project follows a movement combination by geometric Brownian motion and Poisson motion. According to the non-arbitrage equilibrium principle, risk-neutral probability can be constructed. Then the cash flow of R&D projects can be converted to the investment point based on option pricing model. For the game risk among multiple R&D projects, the project which has accomplished more success stages will have more first-mover advantage than the project which has less success stages, thus the dominant project will have greater probability to get investments, and vice versa. The success stages numbers for different R&D projects will be observed and recorded. The project which has a greater success stage number will be assigned with a greater influence coefficient and the project that has a relatively smaller success stage number will be assigned with a smaller game factor. Thus the multiple R&D projects selection problem based on game theory can be quantized to values. According to the combination for R&D projects different success stages, a dynamical R&D projects multi-states selection scenario has been established. The transition between different states depends on investment decisions and game effects. By analyzing all of the transition conditions among different states, a corresponding software tool has been designed, which can be used to demonstrate multipleR&D projects dynamical selection results.
Atypical case has two typical R&D projects: one basic research project and one applied research project. The basic research project has along development cycle with great investment and low probability of success, however, it can bring in huge cash flow for enterprises after the success; the applied research project has a short development cycle with small investment and high success probability, however, the benefit reflected by cash flow is also small after success. Through dynamic game observation and sensitivity analysis by our tool, a R&D project investment impact concept map is established, and ultimately the optimal investment decision objectives of the two projects have been obtained.
[1] Alcántar Á S. Incertidumbre en los proyectos de investigación y desarrollo Un estudio de laliterature(I+D)[J]. Contaduría y Administración, 2010,55(232):66-81.
[2] Asher D T. A linear programming model for the allocation of R&D efforts[J]. Engineering Management, IRE Transactions on, 1962,9(4): 154-157.
[3] Baker N R, Pound W H. R & D project selection: Where we stand[J]. IEEE Transactions on Engineering Management, 1964, 11(4): 124-134.
[4] Henriksen A D, Traynor A J. A practical R&D project-selection scoring tool[J]. Engineering Management, IEEE Transactions on, 1999, 46(2): 158-170.
[5] Beaujon G, Marin S, McDonald G. Balancing and optimizing a portfolio of R&D projects[J]. Naval Research Logistics, 2001, 48(1): 18-40.
[6] Dickinson M W, Thornton A C, Graves S. Technology portfolio management: Optimizing interdependent projects over multiple time periods[J]. Engineering Management, IEEE Transactions on, 2001, 48(4): 518-527.
[7] Tian Qijia, Ma Jian, Liu Ou. A hybrid knowledge and model system for R&D project selection[J]. Expert Systems with Applications, 2002, 23(3): 265-271.
[8] Sun Hangyi, Ma Tianchao. A packing-multiple-boxes model for R&D project selection and scheduling[J]. Technovation, 2005, 25(11): 1355-1361.
[9] Lawson C P, Longhurst P J, Ivey P C. The application of a new research and development project selection model in SMEs[J]. Technovation, 2006, 26(2): 242-250.
[10] Fernandez E, Lopez F, Navarro J, et al. Intelligent techniques for R&D projects selection in large social organizations[J]. Computacion y sistemas, 2006, 10(1): 28-56.
[11] Henriksen A D P, Palocsay S W. An excel-based decision support system for scoring and ranking proposed R&D projects[J]. International Journal of Information Technology & Decision Making, 2008, 7(03): 529-546.
[12] Kim Y J, Sanders G L. Strategic actions in information technology investment based on real option theory[J]. Decision Support Systems, 2002,33(1):1-11.
[13] Yao Tao. R&D investment dynamics under uncertainty: Theory and application[D]. Stanford: Stanford University,2005.
[14] 汪涛.有资源约束的R&D项目选择模型的决策方法[J].华中理工大学报, 2000, 28(5):72-74.
[15] 鲍玉昆, 张金隆. 基于BP神经网络的科技项目评标模型[J].华中科技大学学报:自然科学版,2002,30(8):85-87.
[16] 杜先进,孙树栋,王军强,等.不确定条件下考虑相互影响的研发项目组合选择优化[J].计算机集成制造系统,2007,13(9): 1826-1832.
[17] 寿涌毅,宋淳江.复杂产品系统研发项目合作伙伴选择优化[J].科研管理, 2014, 35(10):144-149.
[18] 谷晓燕, 何锋, 蔡晨. 风险条件下基于实物期权的研发项目多阶段评价模型.[J]. 中国管理科学, 2011,19(4):68-75.
[19] 杨晓花,夏火松,谷伟,等.内生时机下多阶段R&D博弈的均衡行动顺序[J].中国管理科学, 2014,22(5): 83-90.