A. Frank, Connections in combinatorial optimization, ser. Oxford Lec- ture Series in Math. and its Applications. Oxford: Oxford University Press, 2011.A. Frank, Connections in Combinatorial Optimization, ser. Oxford Lecture Series in Math. and its Applications. Oxford: Oxford University Press, ...
Connections in Combinatorial Optimization 作者:András Frank 出版年:2011 页数:664 定价:$ 152.49 ISBN:9780199205271 豆瓣评分 评价人数不足 评价: 写笔记 写书评 加入购书单 分享到 推荐
当当中华商务进口图书旗舰店在线销售正版《海外直订Connections in Combinatorial Optimization 组合优化中的连接》。最新《海外直订Connections in Combinatorial Optimization 组合优化中的连接》简介、书评、试读、价格、图片等相关信息,尽在DangDang.com,网购《海外直
现货Connections in Combinatorial Optimization 已有1人评价 亲密联系 英文原版 Intimate Connections 心理学 人际关系处理 David D. Burns 英文版 9780451148452 已有1人评价 美国海尼曼教师文学活动指导Genre Connections:Lessons to Launch Literary and Nonfiction Texts 文学非小说课程 已有1人评价 现货 微分几何...
Optical Ising machines with two-body interactions have shown potential in solving combinatorial optimization problems which are extremely hard to solve with digital computers. Yet, some physical systems cannot be properly described by only two-body interactions. Here, we propose and demonstrate a nonline...
Antoni, C., Giannessi, F., Tardella, F. (2013). Connections Between Continuous and Discrete Extremum Problems, Generalized Systems, andVariational Inequalities∗. In: Pardalos, P., Du, DZ., Graham, R. (eds) Handbook of Combinatorial Optimization. Springer, New York, NY. https://doi.org...
摘要: We study the complexity of combinatorial problems that consist of competing infeasibility and optimization components. In particular, we investigate the complexity of the connection subgraph problem关键词: CiteSeerX citations Connections in Networks: Hardness of Feasibility versus Optimality ⋆ Jon ...
Digital reconstruction has been instrumental in deciphering how in vitro neuron architecture shapes information flow. Emerging approaches reconstruct neural systems as networks with the aim of understanding their organization through graph theory. Comput
Substitution decomposition for discrete struc- ture and connection with combinatorial optimization. Annals of Discrete Math., 19:257{356, 1984.R. H. Mo¨hring and F. J. Radermacher. Substitution decomposition for discrete struc- tures and connections with combinatorial optimization. In Algebraic and...
There are well-established connections between combinatorial optimization, optimal transport theory and Hydrodynamics, through the linear assignment problem in combinatorics, the Monge-Kantorovich problem in optimal transport theory and the model of inviscid, potential, pressure-less fluids in Hydrodynamics. ...