This coding is based on Monte Carlo dissemination, which targets at the prediction of number of packets being delivered in a network. This whole process is based on the bimodal behavior of epidemic algorithm.

Simulation on Rn
Simulation on Rn\.DS_Store
__MACOSX
__MACOSX\Simulation on Rn
__MACOSX\Simulation on Rn\._.DS_Store
Simulation on Rn\simulation_function.m
__MACOSX\Simulation on Rn\._simulation_function.m
Simulation on Rn\results_on_N.fig
__MACOSX\Simulation on Rn\._results_on_N.fig
Simulation on Rn\Simulation_histogram_beta.m
__MACOSX\Simulation on Rn\._Simulation_histogram_beta.m
Simulation on Rn\论文代码.zip
__MACOSX\Simulation on Rn\._论文代码.zip
Simulation on Rn\simulation_on_beta.m
__MACOSX\Simulation on Rn\._simulation_on_beta.m
Simulation on Rn\results_on_gamma鐨勫壇鏈?eps
__MACOSX\Simulation on Rn\._results_on_gamma鐨勫壇鏈?eps
Simulation on Rn\Results_on_histogram.docx
__MACOSX\Simulation on Rn\._Results_on_histogram.docx
Simulation on Rn\simulation_on_N.m
__MACOSX\Simulation on Rn\._simulation_on_N.m
Simulation on Rn\results_on_N鐨勫壇鏈?eps
__MACOSX\Simulation on Rn\._results_on_N鐨勫壇鏈?eps
Simulation on Rn\results_on_gamma.fig
__MACOSX\Simulation on Rn\._results_on_gamma.fig
Simulation on Rn\Results_on_boxplot.docx
__MACOSX\Simulation on Rn\._Results_on_boxplot.docx
Simulation on Rn\distribution_of_Cn_beta.eps
__MACOSX\Simulation on Rn\._distribution_of_Cn_beta.eps
Simulation on Rn\upper_i.m
__MACOSX\Simulation on Rn\._upper_i.m
Simulation on Rn\simulation_on_gamma.m
__MACOSX\Simulation on Rn\._simulation_on_gamma.m
Simulation on Rn\distribution_of_Cn.fig
__MACOSX\Simulation on Rn\._distribution_of_Cn.fig
Simulation on Rn\results_on_beta鐨勫壇鏈?eps
__MACOSX\Simulation on Rn\._results_on_beta鐨勫壇鏈?eps
Simulation on Rn\results_on_beta.fig
__MACOSX\Simulation on Rn\._results_on_beta.fig

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