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286篇 您的检索式:作者名="Lenstra H"
    题名 作者 年代 出处 被引量
1Job shop scheduling by simulated anealing显示文摘 Aarts H L Lenstra J K 1992Operations Research1992,40,1:1
2Factoring poly- nomials with rational coefficients 显示文摘LENSTRA A K LENSTRA H W Jr LOVSZ L 1982Mathematische Annalen1982,261,4:1
3Factoring polynomials with rational coefficients 显示文摘Lenstra A K Lenstra H W Lov'asz L 1982Mathematische Annalen1982,261,4:1
4Factoring polynomials with rational coefficients 显示文摘Lenstra A K Lenstra H W Lovasz L 1982Math Ann1982,261,4:1
5Genetic variation in the porcine Myogenin gene locus 显示文摘Soumillion A Erkens J H F Lenstra J A 1997Mammalian Ge norne1997,8,8:1
6Scheduling subject to resource constraints:Classification and complexity显示文摘Blazewicz J Lenstra J K Rinnooy Kan A H G 1989Discrete Applied Mathematics1989,5,1:1
7Optimization and approximationin deterministic sequencing and scheduling:A survey显示文摘Graham R L Lawler E L Lenstra J K and Rinnooy Kan A H G 1979Annals of Discrete Mathematics1979,,5:1
8Scheduling subject to resource constraints: Classification and complexity显示文摘Blazewicz J Lenstra J K Kan A H G 1983Discrete Applied Mathematics1983,5,1:1
9Topography of the total protein population from cultured cells upon fractionation by chemical extractions 显示文摘LENSTRA J BLOEMENDAL H 1983European Journal of Biochemistry1983,135,3:1
10Job Shop Scheduling by Simulated Annealing显示文摘Peter J M Van Laarhoven Emile H L Aatrs and Jan Karel Lenstra 1992Operations Research1992,20,1:1
11Scheduling subject to resource constraints: classifcation and complexity显示文摘BLAZEWICZ J LENSTRA J K RINNOOY K A H G 1983Discrete Applied Mathematics1983,5,1:1
12Phyiogeny ofantigenic variants of avian coronavirus IBV 显示文摘Kusters J G Niesters H G M Lenstra J A e al 1989Virology1989,169,1:1
13Nonlinear polariza- tion rotation in semiconductor optical amplifiers: theory and application to all-optical flip-flop memories显示文摘Dorren H J S Lenstra D Liu Y 2003IEEE Journal of Quantum Electronics2003,39,1:1
14Scheduling sub- ject to resource constrai-ns: classification and complexity 显示文摘Blazewicz J Lenstra J K Rinooy Kan A H C 1983Discrete Applied Mathematic1983,5,1:1
15Modal Analysis of a Planar Waveguide with Gain and Losses 显示文摘Visser T D Block H Lenstra D 1995Quant Electron1995,31,10:1
16Optimal normal bases显示文摘Gao S Lenstra H W 1992Designs Codes and Cryptology1992,2,:1
17Factoring polynomials with rational coefficients显示文摘Lenstra A K Lenstra H W Lovasz L 1982Mathematiche Annalen1982,261,4:1
18Topography of the total protein population from cultured cells upon fractionation by chemical extractions 显示文摘Lenstra JA Bloemendal H 1983Eur J Biochem1983,135,:1
19Complexity of machine scheduling problems 显示文摘Lenstra J K Rinnooy Kan A H G Brucker P 1977Ann Discr Math1977,,1:1
20Factoring poly- nomials with rational coefficients 显示文摘LENSTRA A K LENSTRA H W LOV_&SZ L 1982Mathematische Annal- en1982,261,4:1
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