Resource Allocation Optimization Problem on the Population Growth Model

被引：0

作者：

Luo, Yihong ^{[1
]}

Zhang, Shuguang ^{[1
]}

机构：

[1] Univ Sci & Technol China, Dept Stat & Finance, Hefei 230026, Anhui, Peoples R China

来源：

ADVANCES IN ENERGY SCIENCE AND TECHNOLOGY, PTS 1-4 | 2013年 / 291-294卷

关键词：

Population model; Resource allocation; Optimization; Industrial structure; CARRYING-CAPACITY; ENVIRONMENT;

D O I：

10.4028/www.scientific.net/AMM.291-294.1507

中图分类号：

TE [石油、天然气工业]; TK [能源与动力工程];

学科分类号：

0807 ; 0820 ;

摘要：

In this paper we mainly investigated the resource allocation optimization problem in three population models: death process, PDE model and birth and density-independent growth model. Considering the influence on population growth from different factors, find the best proportion of population to obtain the biggest economic benefit. Furthermore, we consider the effect on resource allocation from one more industrial structure on density-independent growth model. Finally, we compared the above models.

引用

页码：1507 / 1513

页数：7

共 8 条

[1] ECONOMIC-GROWTH, CARRYING-CAPACITY, AND THE ENVIRONMENT [J].

ARROW, K ;

BOLIN, B ;

COSTANZA, R ;

DASGUPTA, P ;

FOLKE, C ;

HOLLING, CS ;

JANSSON, BO ;

LEVIN, S ;

MALER, KG ;

PERRINGS, C ;

PIMENTEL, D .

SCIENCE, 1995, 268 (5210) :520-521

[2] POPULATION GROWTH AND EARTH'S HUMAN CARRYING CAPACITY [J].

COHEN, JE .

SCIENCE, 1995, 269 (5222) :341-346

[3] Socioeconomic equity, sustainability, and Earth's carrying capacity [J].

Daily, GC ;

Ehrlich, PR .

ECOLOGICAL APPLICATIONS, 1996, 6 (04) :991-1001

[4] Economic management of recreational scuba diving and the environment [J].

Davis, D ;

Tisdell, C .

JOURNAL OF ENVIRONMENTAL MANAGEMENT, 1996, 48 (03) :229-248

[5] Quasiextinction Probabilities as a Measure of Impact on Population Growth [J].

Ginzburg, Lev R. ;

Slobodkin, Lawrence B. ;

Johnson, Keith ;

Bindman, Andrew G. .

RISK ANALYSIS, 1982, 2 (03) :171-181

[6]

Oksendal Bernt, 1985, STOCJASTIC DIFFERENT

[7] Carrying capacity reconsidered: from Malthus' population theory to cultural carrying capacity [J].

Seidl, I ;

Tisdell, CA .

ECOLOGICAL ECONOMICS, 1999, 31 (03) :395-408

[8]

Shreve S.E., 2004, Stochastic Calculus for Finance II: Continuous-Time Models, V11

← 1 →