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G00D3
- 服务台的售票处,假设各顾客的到达时间间隔和服务时间均服从负指数分布,到达率λ=10人/分钟,服务率μ=6人/分钟,等待队长N=20人,仿真时间Total_time=10分钟。使用本程序仿真出的各顾客到达时刻与离开时刻曲线,等待时间与停留时间曲线.-Help desk ticket, assuming that each customer' s arrival time and service time obeys the negative exponential distribution,
m
- 该程序试图考察一组数据服从哪种分布(正态,指数或双边指数),并利用K-S检验对各种分布作了检验。-The program attempts to examine a set of data subject to which distribution (normal, exponential or bilateral index), and use KS test has been tested in a variety of distributions.
generate-random-numberithm
- 用解析变换法产生指数分布的随机数 是课程设计的小例子-Analysis of transformation with an exponential distribution random number
generate-random-numberithm
- 用解析变换法产生指数分布的随机数,课程作业的小例子-Analysis of transformation with an exponential distribution of random numbers, course work in the small example
elevator
- 2010复旦数学建模的c题的相关的matlab程序,其中elevator_model1.m为上班时间,基于正态分布人流模型下普通模式电梯的运行参数计算,elevator_down为下班时间基于指数分布人流模型下各种模式电梯的运行参数-C 2010 Fudan mathematical modeling matlab procedures related to the theme of which elevator_model1.m as working hours, normal flow mo
sim_call
- 呼叫阻塞仿真 1 该系统与外界完全独立,无外界基站干扰,假设基站可提供的信道数为10。 2 呼叫的到达时间间隔和每次呼叫的服务时间服从负指数分布,参数分别为1/lamda_arrival和lamda_serve -Call blocking and outside of the system simulation a fully independent, without outside interference the base station, assuming the base
MM1
- M/M/1单服务台派对系统,(用事件调度法实现离散事件系统仿真) 顾客到达模到达时间间隔和顾客服务时间均服从负指数分布,单服务台系统,按照单队排队,按FIFO方式服务。考察服务n个顾客后的顾客平均队长及平均排队等待时间-M/M/1 single desk party system (with the event scheduling system for discrete event simulation) model to reach customers arrival time and cu
work2
- 某录入员录入一张表格的时间为5±1分钟(均匀分布), 表格送来时间间隔服从指数分布(1/λ=5分钟), 要求录入员处最多只能积压2张表,超过就送给其他录入员。 试编程对此录入员一天的录入活动进行模拟, 计算其每天录入信息表的数量、转送他人表格数量、以及日平均录入率。-Form an entry clerks entered a time for 5 ± 1 minutes (uniformly distributed), the form sent to the time int
7941918paperkid
- 关于报童问题的MATLAB仿真,其中分别进行了了均匀分布、负指数分布和高斯分布的方正。-MATLAB simulation on the newsboy problem, which had a uniform distribution, respectively, negative exponential distribution and the Gaussian distribution of the Founder.
probabilitydistribution
- 本文利用文献〔1〕、〔2〕、〔3〕中关于指数分布的特征刻划与稳定性定理,得到了均匀分布,瑞利(Rayleigh)分布和威布尔(Weibull)分布的一些特征性质与稳定性结果-In this paper, literature 〔1〕 〔2〕 〔3〕 on Exponential Distribution and characterization and stability theorem, the uniform distribution, Rayleigh (Rayleigh) and Wei
paperkid
- 报童问题(负指数分布) 几个参数: 卖出报纸挣a元,退回报纸赔b元 卖报量y,订报量z,订报量上限z_up 观察期的总天数t,用于积累天数的ti 总的平均损失量ave_loss,供过于求损失loss1,供小于求损失loss2,ave_loss=loss1+loss2 最佳订报量superz,最小损失量ave_loss_min -newsvender
light.sh
- 使用SHELL实现泊松分布,指数分布。对于模拟网路流量和拥塞阻塞分析特别有用处。实现用户数据泊松到达,数据包大小指数分布。-SHELL achieved using the Poisson distribution, exponential distribution. For the simulation analysis of network traffic and congestion congestion particularly useful. Poisson arrival achie
particlefilter
- 用粒子滤波产生各种分布的随机数,包括指数分布、高斯分布、二项分布,用MATLAB实现的-Particle filter with a variety of random number generation, including the exponential distribution, Gaussian distribution, binomial distribution, with a MATLAB implementation
possion_me_finnal
- 自己写的Possion过程仿真,包括Possion过程的产生和检验。用指数分布叠加产生,用kstest函数检验。-Write your own Possion process simulation, including the production and testing Possion process. Produced by superposition of exponential distribution, with kstest function test.
MelanomaExpWeibull
- 用统计软件WINBUGS(此软件主要做贝叶斯估计),对指数分布和WEIBULL分布进行估计-the bayesian estimation of exponential and weibull distribution
BlockRate
- 通信中排队论的运用,包括信道的分配,泊松分布,指数分布-The use of queuing theory in communication
random
- c语言产生泊松分布随机数 指数分布随机数-random number
xinxiyincang
- 产生符合高斯分布N( u, a*a)的随机数,然后用参数估计法估计相应的 和 产生尺度参数为 的指数分布,并且估计参数 的取值和根据我介绍的方法产生GGD分布的随机数,形状参数为c =1.0-That meet the Gaussian distribution N ( u, a* a) of the random number, then the corresponding parameter estimation method to estimate and
queuetheory
- 排队论编程,单柜台,泊松分布到达,指数分布服务时间,求解平均等待队长-Queuing theory to programming, a single counter, Poisson arrival, exponential service time, average waiting queue length for solving
mx2
- 强度分布 指数分布 应力分布 指数分布-Intensity distribution of the stress distribution exponential distribution exponential distribution