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	<Article> 

	<Journal> 

	<PublisherName>International Science Community Association</PublisherName>

	<JournalTitle>Research Journal of Mathematical and Statestical Sciences</JournalTitle> 

	<Issn>2320 - 6047</Issn>

	<Volume>1</Volume>

	<Issue>5</Issue>

	<PubDate PubStatus="ppublish"> 

	<Year>2013</Year> 

	<Month>June</Month> 

	<Day>12</Day> 

	</PubDate>

	</Journal>



	<ArticleTitle>Restricted Testing Procedure and Modified Dickey-Fuller Test </ArticleTitle> 


	<FirstPage>17</FirstPage>

	<LastPage>20</LastPage>



	<ELocationID EIdType="pii"></ELocationID>

	<Language>EN</Language> 
	<AuthorList>

	
		<Author> 

		<FirstName>Sunita</FirstName>

		<MiddleName> </MiddleName>

		<LastName>Soni </LastName>

		<Suffix>1</Suffix>

		<Affiliation>Department of Mathematics, Govt. Model Science College, Jabalpur MP, INDIA</Affiliation>

		</Author>
		<Author> 

		<FirstName>Lalita</FirstName>

		<MiddleName> </MiddleName>

		<LastName>Singh </LastName>

		<Suffix>2</Suffix>

		<Affiliation>Govt. Science College, Pandhuqna, MP, INDIA</Affiliation>

		</Author>
		<Author> 

		<FirstName>Manoj Kumar </FirstName>

		<MiddleName> </MiddleName>

		<LastName>Shukla </LastName>

		<Suffix>3</Suffix>

		<Affiliation>Department of Mathematics, Govt. Model Science College, Jabalpur MP, INDIA</Affiliation>

		</Author>
		<Author> 

		<FirstName>Babulal </FirstName>

		<MiddleName> </MiddleName>

		<LastName>Seal </LastName>

		<Suffix>1</Suffix>

		<Affiliation>Department of statistics, The University of Burdwan, West Bengal, INDIA </Affiliation>

		</Author>
		<Author> 

		<FirstName>Sanchayita </FirstName>

		<MiddleName> </MiddleName>

		<LastName>Sadhu </LastName>

		<Suffix>2</Suffix>

		<Affiliation>Department of statistics, The University of Burdwan, West Bengal, INDIA </Affiliation>

		</Author>
		<Author> 

		<FirstName>Rinat </FirstName>

		<MiddleName> </MiddleName>

		<LastName>Akter</LastName>

		<Suffix>1</Suffix>

		<Affiliation>Lecturer of Statistics, Department of Natural Science, Daffodil International University, Dhaka, BANGLADESH </Affiliation>

		</Author>
		<Author> 

		<FirstName>Ajit Kumar  </FirstName>

		<MiddleName> </MiddleName>

		<LastName>Majumder</LastName>

		<Suffix>2</Suffix>

		<Affiliation>Department of Statistics, Jahangirnagar University, Dhaka, BANGLADESH </Affiliation>

		</Author>

	<Author>

	<CollectiveName></CollectiveName>>

	</Author>

	</AuthorList>


	<PublicationType>Research Paper</PublicationType>


	<History>  
	<PubDate PubStatus="received">
	<Year>2013</Year>
	<Month>5</Month>
	<Day>31</Day>
	</PubDate>
	<PubDate PubStatus="accepted">										
	<Year>2013</Year> 
	<Month>June</Month>									
	<Day>12</Day> 
	</PubDate>

	</History>
	<Abstract>Usual test of testing unit root such as Dickey-Fuller (DF) test, Augmented Dickey-Fuller (ADF) test, Phillips-Perron (PP) test and Kwiatkowski- Phillips-Schmidt-Shin (KPSS) test ignore sign and boundary parameters. Ignorance of these problems may results in unusual estimate and test results. This paper demonstrates the ignorance of sign and boundary of parameters and consequences in estimation and hypothesis test by Monte Carlo simulation. This work proposes a distance-based optimum solution for testing unit root subject to the restriction of boundary and sign problem. Monte Carlo simulation study shows that the proposed one-sided test of testing unit root performs better than the usual tests interms of power property</Abstract>

	<CopyrightInformation>Copyright@ International Science Community Association</CopyrightInformation>

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