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Search Symbol (Half-width) Description of Search Symbols
Space "AND" indicates the intertwining of key terms used in a search
Double Quotation Marks ("") ( " " ) Double quotation marks indicate the beginning and end of a phrase, and the search will only include terms that appear in the same order of those within the quotations. Example: "image process" : " image process "
? Indicates a variable letter. Entering two ? will indicate two variable letters, and so on. Example: "Appl?", search results will yield apple, apply… e , appl y … ( (often used to English word searches) )
* Indicates an unlimited number of variable letters to follow, from 1~n. Example: Enter "appl*", search results will yield apple, apples, apply, applied, application…(often used in English word searches) e , appl es , appl y , appl ied , appl ication … ( (often used to English word searches) )
AND、OR、NOT

Boolean logic combinations of key words is a skill used to expand or refine search parameters.
(1) AND (1) AND: Refines search parameters
(2) OR (2) OR: Expands search parameters (3) NOT: Excludes irrelevant parameters

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DOI stands for Digital Object Identifier ( D igital O bject I dentifier ) ,
and is the unique identifier for objects on the internet. It can be used to create persistent link and to cite articles.

Using DOI as a persistent link

To create a persistent link, add「http://dx.doi.org/」 「 http://dx.doi.org/ 」 before a DOI.
For instance, if the DOI of an article is 10.5297/ser.1201.002 , you can link persistently to the article by entering the following link in your browser: http://dx.doi.org/ 10.5297/ser.1201.002
The DOI link will always direct you to the most updated article page no matter how the publisher changes the document's position, avoiding errors when engaging in important research.

Cite a document with DOI

When citing references, you should also cite the DOI if the article has one. If your citation guideline does not include DOIs, you may cite the DOI link.

DOIs allow accurate citations, improve academic contents connections, and allow users to gain better experience across different platforms. Currently, there are more than 70 million DOIs registered for academic contents. If you want to understand more about DOI, please visit airiti DOI Registrationdoi.airiti.com ) 。

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ACI:

Data Source: Academic Citation Index (ACI)
As Taiwan's largest Citation Index, we currently have on record all Humanities, and Sociology journals that were published in Taiwan. The number of periodicals that are published on a regular basis total around 400 different types. If periodicals that were added to the collection but then halted are counted as well, the number of periodicals total over 500 types. Every year we announce the recorded periodicals' impact factor, etc. to the public, and allow scholars utilize our materials to carry out academic research for free.

Impact Factor: The statistic indicating the average number of times a journal's articles published in the past two years have been cited in the counting year.
Formula: (Number of cites in counting year to articles published in the span of two years ) ÷ (Number of articles published in the span of two years)
Example: The impact factor in 2010 (determined in 2011)
In 2009, Journal A published 15 articles, and these 15 articles were cited 20 times in 2010.
In 2008, Journal A published 16 articles, and these 16 articles were cited 30 times in 2010.
→ →2010's Impact Factor = (20+30) ÷ (15+16) = 1.61 =(20+30)÷(15+16)≒1.61

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What is "Preprint"?

In order to provide readers the forefront academic information, after articles are accepted to publish in the journal, we publish them in network before they're printed. Those "on-line first articles" are called the "preprint articles". The preprint articles do not have volume No., page No., publication date, but can be identified by the DOI number. 「 http://dx.doi.org/ 」 Link to the latest version of the article.

How to cite Preprint Articles?

Please use the online publication date and the DOI number of the preprint article to cite the literature.

Cited example (may vary with different formats you cited):

Author name. Article name. Journal name. YYYY/MM/DD online publish in advance.

doi:DOI Number

Abstract

Abstract

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Chinese/English Abstract :

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Times Cited :

1006-4702, Bimonthly Periodical,Regular Release

Title Changes List
  • 湛江師範學院學報(自然科學版)

    2009 / 06 - 2011 / 06(Regular Release)

Basic Information

Language : Simplified Chinese

Available From: : 30 卷 3 期

Basic & Applied Sciences> General

Publisher

湛江師範學院學報編輯部

China:廣東省

廣東省湛江市寸金路29號

湛江師範學院學報編輯部 Publishing 』

32卷3期
Total4Pages
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1

一个半离散且正数齐次核逆向的Hilbert型不等式

杨必成(Bi-Cheng Yang)

权系数参数Hilbert型不等式等价式逆式weight coefficientparameterHilbert-type inequalityequivalent form

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2

一个零齐次核的Hilbert型积分不等式

谢子填(Zi-Tian Xie)

Hilbert积分不等式权函数Hölder不等式Hilbert-type integral inequalityweight functionHölder's inequality

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3

一个零齐次核的Hilbert型积分不等式及其逆

黄臻晓(Zhen-Xiao Huang)

Hilbert型积分不等式权函数等价式Hilbert-type integral inequalityweight functionkernelequivalent form

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4

形如1+p^2x(x+1))/2的平方数

吴华明(Hua-Ming Wu)

整值多项式平方数二元二次Diophantine方程integral value polynomialsquare numberbinary quadratic Diophantine equation

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5

一个与分担值相关的亚纯函数正规定则

魏金金(Jin-Jin Wei)丁立维(Li-Wei Ding)袁文俊(Wen-Jun Yuan)

亚纯函数正规族分担值meromorphic functionsnormal familyshared value

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6

可对称化矩阵特征值的Weyl型和Wielandt型扰动界

孔祥强(Xiang-Qiang Kong)

可对称化矩阵特征值扰动上界symmetrieable matrixeigenvalueupper bound of perturbation

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7

关于Feigenbaum型泛函方程的C^1解

林雪梅(Xue-Mei Lin)黄上梅(Shang-Mei Huang)黄海敏(Hai-Min Huang)李晓培(Xiao-Pei Li)

Feigenbaum型泛函方程Schauder不动点定理自同胚紧凸子集存在性唯一性Feigenbaum type functional equationSchauder fixed point theoremself-diffeomorphismcompact convex subsetthe existence and uniqueness of C^1 solutioncontinuous dependence

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8

(3+1)维Kadomtsev-Petviashvili方程的N孤子解

林国文(Guo-Wen Lin)谢晓珍(Xiao-Zhen Xie)冯琴兰(Qin-Lan Feng)陈艺(Yi Chen)吴勇旗(Yong-Qi Wu)

Hirota导数3+1维Kadomtsev-Petviashvili方程形式摄动方法孤子解Hirota bilinear method3+1-dimensional Kadomtsev-Petviashvili equationperturbation approachsoliton solution

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9

星形函数族与两类单叶解析函数族之间的关系式

黄全连(Quan-Lian Huang)何悦焱(Yue-Yan He)刘小松(Xiao-Song Liu)

星形函数α次的殆β型的螺形函数α次的β型的螺形函数关系式starlike functionalmost spirallike function of type β and order αspirallike function of type β and order αrelation

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10

弹性复合材料二尺度建模

肖淳(Chun Xiao)

复合材料宏观模型刚度矩阵Neumann边界条件compositemacro modelstiffness matrixNeumann boundary condition

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32卷3期
Total 4 Pages
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