In the 2014 movie, Spotlight, religion, represented by the Catholic Church, has an expected place for the community--the City of Boston, Massachusetts. And, the community of Boston, represented by the institution of a...In the 2014 movie, Spotlight, religion, represented by the Catholic Church, has an expected place for the community--the City of Boston, Massachusetts. And, the community of Boston, represented by the institution of a free press, has a corresponding expectation of the Church. In this paper, I explore these expectations as they are identified in the Oscar winning film, Spotlight.展开更多
Portfolios is a well-known investment technique of handling multiple stocks, bonds and securities. However, the previous portfolios investment lack of incorporating the various possible opinions from several experts o...Portfolios is a well-known investment technique of handling multiple stocks, bonds and securities. However, the previous portfolios investment lack of incorporating the various possible opinions from several experts on an given portfolios investment problem. This paper proposes an MC2 linear programming approach to determining weighted coefficients of portfolios that involves multiple experts. The numerical example of the paper shows that the proposed approach likely outperforms the current techniques of portfolios in dealing with the case of multiple experts.展开更多
文摘In the 2014 movie, Spotlight, religion, represented by the Catholic Church, has an expected place for the community--the City of Boston, Massachusetts. And, the community of Boston, represented by the institution of a free press, has a corresponding expectation of the Church. In this paper, I explore these expectations as they are identified in the Oscar winning film, Spotlight.
基金Thisresearch is supported by Naiton Excellent Youth Science Foundation of China (No.7972 50 0 2 )
文摘Portfolios is a well-known investment technique of handling multiple stocks, bonds and securities. However, the previous portfolios investment lack of incorporating the various possible opinions from several experts on an given portfolios investment problem. This paper proposes an MC2 linear programming approach to determining weighted coefficients of portfolios that involves multiple experts. The numerical example of the paper shows that the proposed approach likely outperforms the current techniques of portfolios in dealing with the case of multiple experts.
