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使用概率方法评估粗网格上的总人口密度。

Using Probabilistic Approach to Evaluate the Total Population Density on Coarse Grids.

作者信息

Alqhtani Manal, Saad Khaled M

机构信息

School of Mathematics, College of Engineering and Physical Sciences, The University of Birmingham, Birmingham B15 2TT, UK.

Department of Mathematics, College of Sciences and Arts, Najran University, Najran 11001, Saudi Arabia.

出版信息

Entropy (Basel). 2020 Jun 14;22(6):658. doi: 10.3390/e22060658.

Abstract

Evaluation of the population density in many ecological and biological problems requires a satisfactory degree of accuracy. Insufficient information about the population density, obtained from sampling procedures negatively, impacts on the accuracy of the estimate. When dealing with sparse ecological data, the asymptotic error estimate fails to achieve a reliable degree of accuracy. It is essential to investigate which factors affect the degree of accuracy of numerical integration methods. When the number of traps is less than the recommended threshold, the degree of accuracy will be negatively affected. Therefore, available numerical integration methods cannot guarantee a satisfactory degree of accuracy, and in this sense the error will be probabilistic rather than deterministic. In other words, the probabilistic approach is used instead of the deterministic approach in this instance; by considering the error as a random variable, the chance of obtaining an accurate estimation can be quantified. In the probabilistic approach, we determine a threshold number of grid nodes required to guarantee a desirable level of accuracy with the probability equal to one.

摘要

在许多生态和生物学问题中,对种群密度的评估需要达到令人满意的准确度。通过抽样程序获取的关于种群密度的信息不足,会对估计的准确性产生负面影响。在处理稀疏的生态数据时,渐近误差估计无法达到可靠的准确度。研究哪些因素会影响数值积分方法的准确度至关重要。当陷阱数量少于推荐阈值时,准确度会受到负面影响。因此,现有的数值积分方法无法保证令人满意的准确度,从这个意义上说,误差将是概率性的而非确定性的。换句话说,在这种情况下使用的是概率方法而非确定性方法;通过将误差视为随机变量,可以量化获得准确估计的机会。在概率方法中,我们确定所需的网格节点阈值数量,以确保在概率等于1的情况下达到理想的准确度水平。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/5ee9/7517194/50f3f40f54d0/entropy-22-00658-g001.jpg

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