摘要
改进了Garg N和K nemann给出的求解具有预算限制的最大并行流问题的近似算法,使得算法求出的目标函数值的近似性由原来的λ≥(1-ε)3OPT改进为λ≥1/(1+3ε)OPT,更接近最优值,而算法复杂性不变.给出数值例子,验证了算法改进的有效性.
We improve the approximation algorithm for maximum concurrent flow with budget constraint given by Garg N and Koenemann withno changing in complexity of the algorithm, which makes the objective function value change from λ≥( 1 -ε )^3 OPT to λ/( 1 + 3ε) OPT. The new objective function value is closer to the optimal value. By computing a numerical example, we verify the effectiveness of the improvement.
出处
《沈阳师范大学学报(自然科学版)》
CAS
2006年第4期399-402,共4页
Journal of Shenyang Normal University:Natural Science Edition
基金
辽宁省高等学校科学研究基金资助项目(202112020)
关键词
有预算限制的最大并行流
近似算法
算法复杂性
maximum concurrent flow with budget constraint
approximation algorithm
complexity of algorithm