期刊文献+
共找到3篇文章
< 1 >
每页显示 20 50 100
北京市轨道交通票制票价改革研究 被引量:4
1
作者 张晓晴 刘智丽 李岚 《山东科学》 CAS 2014年第5期60-66,共7页
为了发挥轨道交通票价的杠杆作用,进一步完善地面公交与轨道交通衔接,优化交通结构,增加客票收入,本文通过分析国内外大都市票制体系、票价优惠策略及北京市轨道交通发展状况,提出北京市轨道交通票价改革方案。在重点分析客流量、运营... 为了发挥轨道交通票价的杠杆作用,进一步完善地面公交与轨道交通衔接,优化交通结构,增加客票收入,本文通过分析国内外大都市票制体系、票价优惠策略及北京市轨道交通发展状况,提出北京市轨道交通票价改革方案。在重点分析客流量、运营成本和城市人均收入水平的基础上,确定单一票价水平为4元;实施高低峰分时定价策略,通过分析三峰时间分布及高峰客流构成,用Logit模型计算出高低峰票价分别为6元、2元;提出制定月票的策略,以及其他一系列辅助票制来保障上班族、老人等的权益。该研究为实现北京市轨道交通可持续发展提供了理论基础。 展开更多
关键词 北京市轨道交通 票制票价 分时票价 月票
下载PDF
Statistics in Stock Day Trading
2
作者 Yingqiong Gu 《Journal of Mathematics and System Science》 2013年第4期187-189,共3页
Price volatility in stock market brings potential profile positions to the traders. How to predict the direction of the stock market or stock price becomes the primary job for traders' trading model. We are looking f... Price volatility in stock market brings potential profile positions to the traders. How to predict the direction of the stock market or stock price becomes the primary job for traders' trading model. We are looking for the direction of the market in a given timeframe. High-frequency traders will consider the potential profile-out position in millisecond level. Long-term holder will look into month time scale. For most of average traders, the ideal timeframe will be on daily base. In this paper, for a non-news trading day, the author will introduce statistics method to predict the stock prices and bid-ask spread for day trading. 展开更多
关键词 Stock trading algorithm trading stock statistics in stock trading stock trading strategies
下载PDF
AN APPROXIMATION SCHEME FOR BLACK-SCHOLES EQUATIONS WITH DELAYS
3
作者 Mou-Hsiung CHANG Tao PANG Moustapha PEMY 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2010年第3期438-455,共18页
This paper addresses a finite difference approximation for an infinite dimensional Black-Scholesequation obtained by Chang and Youree (2007).The equation arises from a consideration ofan European option pricing proble... This paper addresses a finite difference approximation for an infinite dimensional Black-Scholesequation obtained by Chang and Youree (2007).The equation arises from a consideration ofan European option pricing problem in a market in which stock prices and the riskless asset prices havehereditary structures.Under a general condition on the payoff function of the option,it is shown thatthe pricing function is the unique viscosity solution of the infinite dimensional Black-Scholes equation.In addition,a finite difference approximation of the viscosity solution is provided and the convergenceresults are proved. 展开更多
关键词 Black-Scholes equation finite difference stochastic functional differential equations viscosity solutions.
原文传递
上一页 1 下一页 到第
使用帮助 返回顶部