数模美赛论文实用模板

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2021年02月11日 00:02
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2021年2月11日发(作者:万圣节巫婆)


实用标准



内容格式:





Abstract


Introduction


Assumptions


Analysis of the problem


Task 1 : predicting survivorship


Task2 : achieving stability




.


Sensitivity analysis


Strengths


Weaknesses


Conclusion


References









Title(use Arial 14)


First author , second author , the other (use Arial 14)


Full


address


of


first


author .


Including


country


and


mail(use Arial 11)


Full


address


of


second


author


.


Including


country


and


mail


List all distinct addresses in the same way



Keywords(use Arial 11)



Abstract


1985:



模型概述


-


考虑因素

< br>-


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 that




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 defined



We 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


to


environmental


conditions.


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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


results


,


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



. Such 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)



The


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



with



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:



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In this paper , we present



model to simulate efficient methods


for




We also apply



methods to solve




We address the problem of



. through



.


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 solution 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




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


estimate


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 that a conclusion




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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 analyzing 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



.


Since 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 various





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, considering



., let



s





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


reasonable .


This is a na


ï


ve approach which may mot ensure the



. , however if


we



, the error is negligible .



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实用标准



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 particular , 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 are 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 doesn



t



,then


by



, we can get :


According


to


equation


(1)(2)


,


we


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 , 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


algorithms


,


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


reasonable


value


for




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