[1] ABBAS A K, LICHTMAN A H. Cellular and Molecular Immunology [M]. Philadelphia:WB Saunders 2003.
[2] PAUL W E. Fundamental Immunology [M]. Philadelphia:Lippincott Williams and Wilkins 2008.
[3] 林学颜, 张玲. 现化细胞与分子免疫学 [M]. 北京:科学出版社 1999.
[4] 王廷华, 李官成, ZHOU Xinfu. 抗体理论和技术 [M]. 北京:科学出版社 2009.
[5] GOLDBER R J. A theory of antibody-antigen reactions.Ⅰ.Theory for reactions of multivalent antigen with bivalent and univalent antibody [J]. Journal of the American Chemical Society 1952, 74.
[6] GOLDBER R J. A theory of antibody-antigen reactions.Ⅱ.Theory for reactions of multivalent antigen with multivalent antibody [J]. Journal of the American Chemical Society 1953, 75.
[7] PALMITER M T, ALADJEM F. The antigen-antibody reaction.Ⅳ.A quantitative theory of antigen-antibody reactions [J]. J Theo Bio 1963, 5.
[8] ALADJEM F, PALMITER M T. The antigen-antibody reaction:Ⅴ.A quantitative theory of antigen-antibody reactions which allows for heterogeneity of antibodies [J]. Journal of Theoretical Biology 1965, 8.
[9] ARCHER B G, KRAKAUER H. Thermodynamics of antibody-antigen reactions.2.The binding of bivalent synthetic random coil antigens to antibodies having different antigen precipitating properties [J]. Biochemistry 1977, 16.
[10] STEENSGAARD J, JACOBSON C, LOWE J. Theoretical and ultracentrifugal analysis of immune complex formation between monoclonal antibodies and human IgG [J]. IMMUNOLOGY 1982, 46.
[11] Shiau LD.. A SYSTEMATIC ANALYSIS OF AVERAGE MOLECULAR WEIGHTS AND GELATION CONDITIONS FOR BRANCHED IMMUNE COMPLEXES - THE INTERACTION BETWEEN A MULTIVALENT ANTIGEN WITH DISTINCT EPITOPES AND MANY DIFFERENT TYPES OF BIVALENT ANTIBODIES [J]. Biopolymers: Original Research on Biomolecules and Biomolecular Assemblies 1996, 3(3).
[12] Laurenzi IJ., Diamond SL.. Kinetics of random aggregation-fragmentation processes with multiple components - art. no. 051103 [J]. Physical review.E.Statistical physics, plasmas, fluids, and related interdisciplinary topics 2003, 5 Pt.1(5 Pt.1).
[13] Yang J, Monine MI, Faeder JR, Hlavacek WS. Kinetic Monte Carlo method for rule-based modeling of biochemical networks [J]. Physical review, E. Statistical, nonlinear, and soft matter physics 2008, 3 Pt.1(3 Pt.1).
[14] Monine MI, Posner RG, Savage P. Modeling multivalent ligand-receptor interactions with steric constraints on configurations of cell-surface receptor aggregates. [J]. Biophysical Journal 2010, 1(1).
[15] 唐敖庆, 江元生. 三向缩聚反应中的凝胶化问题 [J]. 科学记录 1958, 2(03).
[16] Gillespie DT. Stochastic simulation of chemical kinetics [J]. Annual Review of Physical Chemistry 2007, 0(0).
[17] 杨玉良, 张红东. 高分子科学中的Monte Carlo方法 [M]. 上海:复旦大学出版社 1993.
[18] 张平, 王海军. Monte Carlo Simulation on Growth of Antibody-Antigen Complexes： the Role of Unequal Reactivity [J]. 2010. |
