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	<Journal> 

	<PublisherName>International Science Community Association</PublisherName>

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

	<Issn></Issn>

	<Volume>13</Volume>

	<Issue>3</Issue>

	<PubDate PubStatus="ppublish"> 

	<Year>2025</Year> 

	<Month>09</Month> 

	<Day>12</Day> 

	</PubDate>

	</Journal>



	<ArticleTitle>A Genetic Algorithm approach for Optimization Problems</ArticleTitle> 


	<FirstPage>14</FirstPage>

	<LastPage>19</LastPage>



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

	<Language>EN</Language> 
	<AuthorList>

	
		<Author> 

		<FirstName>Dorugade </FirstName>

		<MiddleName> </MiddleName>

		<LastName>A. V. </LastName>

		<Suffix>1</Suffix>

		<Affiliation>Y.C. Mahavidyalaya, Halkarni, Tal- Chandgad, Kolhapur, MS - 416552, India</Affiliation>

		</Author>
		<Author> 

		<FirstName>Sharma</FirstName>

		<MiddleName> </MiddleName>

		<LastName>H.L. </LastName>

		<Suffix>1</Suffix>

		<Affiliation>Department of Mathematics & Statistics, J.N. Agricultural University, Jabalpur, MP, India</Affiliation>

		</Author>
		<Author> 

		<FirstName>Shukla</FirstName>

		<MiddleName> </MiddleName>

		<LastName>Vijayshankar </LastName>

		<Suffix>2</Suffix>

		<Affiliation>Computer Science and Engineering, Government Autonomous College, Satna, MP, India</Affiliation>

		</Author>
		<Author> 

		<FirstName>Shukla </FirstName>

		<MiddleName> </MiddleName>

		<LastName>Varsha </LastName>

		<Suffix>3</Suffix>

		<Affiliation>Comptroller Office, J.N. Agricultural University, Jabalpur, MP, India</Affiliation>

		</Author>

	<Author>

	<CollectiveName></CollectiveName>>

	</Author>

	</AuthorList>


	<PublicationType>Research Article</PublicationType>


	<History>  
	<PubDate PubStatus="received">
	<Year>2025</Year>
	<Month>4</Month>
	<Day>19</Day>
	</PubDate>
	<PubDate PubStatus="accepted">										
	<Year>2025</Year> 
	<Month>09</Month>									
	<Day>12</Day> 
	</PubDate>

	</History>
	<Abstract>This paper is concerned with a genetic algorithm approach for optimization problems considering an equality whose coefficients are chosen in such a way that they would represent the bits of genetic algorithms for minimization including six chromosomes of length three applying the operator cross over and mutation while a cubic function has been considered for maximization. In both cases, the fitness value of the population seems to be adequate and found satisfactorily well at least in one generation. These have been illustrated with two numerical examples added at the end.</Abstract>

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

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