零售商信息分享对双渠道绿色供应链绩效影响研究

研究了零售商市场需求预测信息分享对双渠道绿色供应链绩效的影响。运用不完全信息动态博弈方法建立并求解零售商信息分享和信息不分享下的绿色供应链决策模型,得到贝叶斯均衡解和各方最优期望利润。研究发现:在双渠道绿色供应链中,若零售商对市场需求预测较为乐观,信息分享使得制造商更有动机提高产品绿色度;此外零售商信息分享总是有利于制造商利润增加,但并非总是使得零售商利润损失。当制造商绿色投资效率较高时,信息分享使得零售商利润增加,反之,信息分享使得零售商利润降低。对整个绿色供应链利润的影响取决于渠道间竞争强度、直销渠道市场份额及制造商绿色投资效率。最后用数值仿真验证了模型和结论的有效性。     

回报型众筹定价模型

构建了众筹融资、向支持者提供产品和向普通消费者出售产品的回报型众筹三阶段模型,研究兼顾增加发起人收益与提高项目众筹成功率的发起人定价决策,并运用比较静态方法探讨了发起人给支持者提供的增值服务和投资者的消费耐心程度因素对发起人定价决策的影响。研究表明,发起人与消费者是一个关于价格和效用的动态博弈过程,并最终达到纳什均衡;支持者所得的增值服务和消费者消费的时间偏好在改善发起人收益与项目众筹成功率之间并不协同,因此发起人的产品定价和筹资目标设定应折中设置在一个合理的范围。结论为发起人合理的产品定价和项目筹资成功率的提高提供一定理论依据和实践参考。     

两个约束条件下多产品报童问题的求解方法研究

对两个约束条件下多产品报童问题的求解方法进行研究。首先分析了问题的结构特征,利用对偶问题解空间的四个不同区域对应的最优解具有的不同性质,给出了不同解空间区域的求解思路。然后基于两种资源的边际利益的性质,提出一种二分搜索算法对问题进行求解,并证明了该算法能够得到问题的最优解或者近似最优解,且具有多项式复杂度。最后应用算例说明算法计算效率高,可以在较少的迭代步骤内快速求解两个线性约束下产品数较大的多产品报童问题。     

Duality theorem for weak L-R smash products

This paper gives a duality theorem for weak L-R smash products, which extends the duality theorem for weak smash products given by Nikshych.     

The Chen-Ruan cohomology of almost contact orbifolds

Comparing to the Ch-~Ruan cohomology theory for the almost complex orbifolds, we study the orbifold cohomology theory for almost contact orbifolds. We define the Chen-Ruan cohomology group of any almost contact orbifold. Using the methods for almost complex orbifolds, we define the obstruction bundle for any 3-multisector of the almost contact orbifolds and the Chen~Ruan cup product for the Che-Ruan cohomology. We also prove that under this cup product the direct sum of all dimensional orbifold cohomology groups constitutes a cohomological ring. Finally we calculate two examples.     

SLANT SUBMANIFOLDS OF A RIEMANNIAN PRODUCT MANIFOLD

In this article, the geometry of the slant submanifolds of a Riemannian product manifold is studied. Some necessary and sufficient conditions on slant, bi-slant and semi-slant submanifolds are given. We research fundamental properties of the distributions which are involved in definitions of semi- and bi-slant submanifolds in a Riemannian product manifold.     

Subgroup separability of certain generalized free products of nilpotent-by-finite groups

In this paper, we show that certain generalized free products of nilpotent-by-finite groups are subgroup separable when the amalgamated subgroup is h× D where D is in the center of both factors.     

L（j,k）-number of Direct Product of Path and Cycle

For positive numbers j and k, an L(j,k)-labeling f of G is an assignment of numbers to vertices of G such that |f(u)-f(v)|≥j if uv∈E(G), and |f(u)-f(v)|≥k if d(u,v)=2. Then the span of f is the difference between the maximum and the minimum numbers assigned by f. The L(j,k)-number of G, denoted by λj,k(G), is the minimum span over all L(j,k)-labelings of G. In this paper, we give some results about the L(j,k)-number of the direct product of a path and a cycle for j≤k.     

f-Harmonic maps of doubly warped product manifolds

In this paper, we study f-harmonicity of some special maps from or into a doubly warped product manifold. First we recall some properties of doubly twisted product manifolds. After showing that the inclusion maps from Riemannian manifolds M and N into the doubly warped product manifold M × _μ,λ N can not be proper f-harmonic maps, we use projection maps and product maps to construct nontrivial f-harmonic maps. Thus we obtain some similar results given in [21], such as the conditions for f-harmonicity of projection maps and some characterizations for non-trivial f-harmonicity of the special product maps. Furthermore, we investigate non-trivial f-harmonicity of the product of two harmonic maps.     

基于产品生命周期的闭环供应链回收量预测方法

针对马尔科夫预测方法存在的误差,根据产品在生命周期不同阶段的特点,提出了产品生命周期转化系数和状态转移矩阵,并利用该系数和矩阵对马尔科夫预测方法进行了改进:当相邻两期的产品处于不同的生命周期阶段,用产品生命周期转化系数修正预测值.在此基础上,结合闭环供应链的物品回收特点,提出了相应的预测方法,通过算例对模型的验证与分析得出:改进后的预测方法在一定程度上提高了预测精度.