数模美赛论文模板.docx

1、数模美赛论文模板内容格式： Abstract Introduction Assumptions Analysis of the problem Task 1 : predicting survivorship Task2 : achieving stability . Sensitivity analysis Strengths Weaknesses Conclusion ReferencesTitle(use Arial 14) First author , second author , the other (use Arial 14) Full address of first auth

2、or . Including country and mail(use Arial 11) Full address of second author . Including country and mail List all distinct addresses in the same wayKeywords(use Arial 11)Abstract 1985: 模型概述-考虑因素-使用理由We modelled . Since we used . We included which were to be chosen in order to 假设条件-数据处理方法We assumed t

3、hat We used actual data to estimate realistic ranges on the parameters in the model.评估标准-衡量方法-得到结论-结论的可靠性We definedWe then used we found We examined the results for different values of the mortality parameters and found them to be the same . Therefore ,our solution appears to be stable with respect

4、to environmental conditions.2000:背景设置-模型引入 in order to determine , we develop models using解决问题-模型解决（层次排比）For the solution of , we develop model based to . For the solution of , we employ What is more , a self-adaptive traffic light is employed to according to 模型检验-模型修正By comparison of simulation res

5、ults , the models are evaluated . is formulated to judge which solution is effective . 2002: The task is to we begin by constructing a model of base on Using this model we can Using , we model through and obtain we compare the performance of our model in simulations show that 2001:We examine the . S

6、uch evacuations been required due to . in order to , we begin with an analysis of . For a more realistic estimate , including the effects of , we formulate models of . The model we construct is based on .This model leads to a and it further show that what more , it agrees with 2004: （修正递进式模型摘要模板） Th

7、e purpose of this paper is to propose . We propose that . To build a solid foundation , we define and test a simple model for . We then develop system , but we find it would be far from optimal in practice . We then propose that the best model is one that adapts to . We implement . We simulate the w

8、ith and we find this system quickly converges to a nearly optimal solution subject to our constraints . It is , however , sensitive to some parameters . We discuss the effects of these findings on the expected effectiveness of the system in a real environment . We conclude that is a good solution .问

9、题分析句式： is a real-life common phenomenon with many complexities .For a better view of , we To give a clear expression, we will introduce the method presented by 模型引入句式： In this paper , we present model to simulate efficient methods for We also apply methods to solve We address the problem of . throug

10、h .We formulate the problem as We formulate a model to account for Base on , we establish a model .We build a model to determine We modify the model to reflect To provide a more complete account for , . model has been employed .In this paper , in order to , we design a model based on We propose a so

11、lution that We have come up with an for and Strong evidence of . , and powerful models have been created to estimate .模型推进： will scale up to an effective model for 模型求解：We employ , one based on and the other , whose results agree closely.To combat this , we impose 结合数据：Using data from , we determine

12、 To ground this model in reality , we incorporate extensive demographic data .We use data assembled by Using a wide scale regression , we found that We extrapolate from longevity data and explore the long-term behavior of The base we developed was based off real-life data that gathered by We estimat

13、e these characteristic numbers for a representative sample of We fit the modified model to data , we conclude that By statistical processing to results of By analyzing the on the basis of historic data in the same way mentioned in 结果给出句式：Results of this computation are presented , and .We elicit tha

14、t a conclusion We conclude with a series of recommendations for Given a deviation in the value of the parameter , we calculate the percentage change in the value that the system converges to As we can find out , in the situation of . , . is subject to the logistic regression .We conclude through ana

15、lyzing that .it is apparent that Through comparing the , we conclude that According to the laws of , we draw a conclusion of From the formula , we know that Thus we arrive at the conclusion :We elicit that a conclusion As a consequence , we can get 模型可行性：Our suggested solution , which is easy to .Si

16、nce our model is based on it can be applied to Importantly , we use some practical data to test our model and analysis its stability , we simulate this model and receive a well effect .Therefore , we trust this model as an accurate testing ground for Our algorithm is broad enough to accommodate vari

17、ous 定理可靠说明： That is the theoretical basis for in many application areas .模型简化With further simplification, utilizing we can reach 承上启下：In addition to the model , we also discuss Because the movement of operates by the same laws and equations as the movement of , we can .Based on the above discussion,

18、 considering ., lets 误差句式： does not deviate more than from the target value .Theoretically , error due to should not play a tremendous role under our model .Up to this point , we have made many approximations , not all of which are justified theoretically , but the results of algorithm are quite rea

19、sonable .This is a nave approach which may mot ensure the . , however if we , the error is negligible .Context:方程给出： We derive the equation expressing the as a function of we have A simple formula determined by the is given by the equation : can be written as the following system of equations :In pa

20、rticular , the is defined in terms of , It is convenient to rewrite equations into the vector form: The expression of can be expanded as Equation (1) is reduced to . Substitute the values into equation (1) ,we get So its expression can be derived from equation (1) with small changes . Our results ar

21、e summarized in the formula for Plugging (1) into the equation for (2) , we obtain Therefore , from (1)(2)(3) , we have the junction that We use the following initial conditions to determine When computing , we suppose ,so this suppose doesnt ,then by , we can get : According to equation (1)(2) , we

22、 can eliminate ,then we can acquire : By connecting equation (6)(7) , we get the conclusion that Then we can acquire through the following equation : Its solution is the following , in which is 客观条件引入： A commonly accepted fact is that A lot of research has been done to explain and find In our model

23、, we prefer to follow the conclusion used by Here , we cite the model constructed by There is one paper from ,which concluded that We get performance of by citing the experimental results of Here, we will introduce some terms used to address the problem, and we 方法给出句式： We construct intelligent algor

24、ithms , a conservative approach , and an enthusiastic system to . We formulate a simplified differential equation governing This equation will be based on The above considerations lead us to formulate the as Given this , it is easy to determine To analyze the accuracy of our model , and determine a

25、reasonable value for We will evaluate the performance of our by We tabulate the as a function of Analysis for the can be carried out exactly in the same fashion as The main goal in attempting to model is to determine and should be considered .The first requirement that the model reproduce is to dete

26、rmine if the model is reasonable .We begin our analysis of the phenomenon of congestion with the question of In modeling this behavior , we begin with In laying down the mathematics of this model , we begin with When is not taken into account ,it is We give the criterion that We fix A and examine th

27、e change of B with respect to C Attention has been draw to determine To reveal the trend of in a long horizon To deal with the problem, we need figure out 图表句式：We can graph with ,and such a plot is shown in According to the above data , we can see that . This phenomenon shows that . Hence, we can sa

28、fely arrive the conclusion that Table 7 reports the general statistics under 文献句式： There is rather substantial literature on models for evaluating regional health condition, and most models fall into one of two categories: microscopic and macroscopic. Nevertheless, to get a more accurate understandi

29、ng, we need to conduct quantitative modeling in our call for a better evaluation and predictive model.假设句式： In order to present our solution , we have made numerous simplifications to the given problem . we made several assumptions regarding either the problem domain itself , or For the sake of simp

30、licity , we will generally assume in our discussions that are assumed to have We assume are Due to the symmetry of the image we can assume that We came up with a few different hypotheses that For simplicity we consider We will use the following symbols and definitions in the description of the model:To get the general picture of the , we rely on the assumption that Hence we are bale to This assumption makes sense , because we expect Assumption is valid , since if it was not the case , the would Make the following assumptions to approximate and simplify the problem As a sweet spot , there is