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\newtheorem{algorithm}[theorem]{Algorithm}
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%	ARTICLE INFORMATION
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% Definition of \maketitle
\JournalInfo{{\raisebox{-2.5ex}{\includegraphics[width=2.8cm]{logo.jpg}} }\\e-ISSN 2687-4261 \\
Vol. **, No. **, Pag-es, 20**
} % Journal information
\Archive{} % Additional notes (e.g. copyright, DOI, review/research article)



\PaperTitle{Title of Paper} % Article title

\Authors{Author Name $^1$ \orcidA , Author Name $^2$ \orcidB, Author Name $^3$ \orcidC }
\affiliation{\textit{ $^1$ Affiliation},\textit{$^2$  Affiliation},\textit{ $^3$ Affiliation}} % Author affiliation
\affiliation{$^1$ \Envelope email1@adress, $^2$ \Envelope email2@adress,  $^3$ \Envelope email3@adress} 
\affiliation{\textbf{Corresponding author}: Corresponding author name} 


\Keywords{Keywords: Keyword 1 --- Keyword 2--- Keyword 3\\
MSC: *****, *****, *****}
\newcommand{\keywordname}{Keywords and 2010 Mathematics Subject Classification} % Defines the keywords heading name
\affiliation{\textbf{Article History:} Received Day Month Year; Accepted Day Month Year}
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\Abstract{Write your abstract min 350 words. }

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\begin{document}

\flushbottom % Makes all text pages the same height

\maketitle % Print the title and abstract box

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%	ARTICLE CONTENTS
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\section{Section 1} % The \section*{} command stops section numbering

%\addcontentsline{toc}{section}% Adds this section to the table of contents
Lorem ipsum dolor sit amet, consectetur adipiscing elit. Nunc hendrerit neque et erat vulputate dapibus. Pellentesque iaculis metus in dictum vehicula. Nulla sed porttitor quam, in interdum augue. Quisque quis dui nec sapien bibendum consectetur eget vitae enim. Vestibulum consectetur justo a quam volutpat iaculis. Cras quis viverra metus. Praesent consequat, libero eu iaculis tincidunt, augue quam blandit urna, sed iaculis urna ante id ipsum. Mauris tincidunt lacus nec arcu cursus mollis. Phasellus a justo a sem commodo iaculis. Donec malesuada gravida commodo. Etiam suscipit egestas porta. Mauris molestie neque sed leo pellentesque fringilla. Maecenas lectus risus, suscipit ut pretium ac, tincidunt ut ex. Phasellus feugiat magna et viverra interdum.
\begin{equation} \label{1}
	x \otimes y \otimes z = \left| {\begin{array}{*{20}{c}}
			{{e_1}}&{{e_2}}&{{e_3}}&{{e_4}}\\
			{{x_1}}&{{x_2}}&{{x_3}}&{{x_4}}\\
			{{y_1}}&{{y_2}}&{{y_3}}&{{y_4}}\\
			{{z_1}}&{{z_2}}&{{z_3}}&{{z_4}}
	\end{array}} \right|.
\end{equation}
Nullam et nibh mattis, euismod nisi id, tempus tortor. Pellentesque aliquet ultrices mi, id bibendum nulla feugiat quis. Ut eleifend massa a ultricies posuere. Aenean condimentum, quam id ultricies hendrerit, tellus risus fermentum purus, ut auctor erat quam et magna. Sed et semper elit. Maecenas sodales nisi purus, ac rutrum elit ultrices nec. Donec suscipit sagittis nibh at viverra.
	\begin{itemize}
	\item[i.]
	You can write your equations. \\
		
	\item[ii.] \begin{equation} \label{2}
	M^3=\left \{X \in E^4 | f:U\subset E^4\overset{diff.}{\rightarrow} \mathbb{R},\, f(X)=const. \,\,\, {\overrightarrow {\nabla f} \left| {_P}\neq 0, \right. P\in M^3}  \right \}\end{equation}
		
	\item[iii.] $\left\langle {x \otimes y \otimes z,t} \right\rangle  = \det \left( {x,y,z,t} \right)$.
\end{itemize}

Donec ante diam, hendrerit eget dictum quis, tincidunt id est. Praesent vulputate vitae purus a vulputate. Quisque aliquet urna lectus, at ultrices quam ullamcorper a. Sed convallis vehicula efficitur. Phasellus diam nulla, ultricies et accumsan vitae, cursus rutrum nisi. Nullam non purus eros. Sed rhoncus lacus vitae purus posuere, ac imperdiet arcu iaculis. Proin lacinia purus at ligula porta suscipit. Nunc at tortor euismod, mollis ante non, vulputate libero. Pellentesque mollis non justo eu dictum. Mauris at leo sit amet urna lobortis maximus non nec augue. Sed elementum urna ligula. Sed mi urna, accumsan a dolor nec, euismod porttitor mauris.
\section{Section 2}
%\addcontentsline{toc}{section}{ }% Adds this section to the table of contents
Suspendisse potenti. Aenean vulputate quam malesuada metus consequat luctus. Phasellus malesuada ex eget libero suscipit blandit. Fusce vulputate consequat nunc id pretium. Nullam non consectetur eros, ut tempus magna. Curabitur quis eros commodo, eleifend purus ac, rhoncus massa. Cras vitae nisl imperdiet, fermentum urna vel, dapibus magna. Nam tristique ac ante a feugiat. Sed nec est et turpis gravida viverra sed nec ipsum. Donec vitae tortor faucibus, commodo lacus convallis, placerat mi. Nulla a metus ultricies, dictum arcu id, tincidunt turpis.

Praesent maximus nunc in risus egestas, non sagittis purus semper. Nullam malesuada id elit a eleifend. Morbi malesuada lacus vitae magna malesuada pulvinar. Curabitur elit dui, porttitor vitae dignissim eu, semper a nulla. Sed eu maximus metus, in blandit nunc. Nunc eget luctus dui. Pellentesque eget tempor ex, at dignissim odio.
\begin{equation} \label{4}
	S = \left( {\begin{array}{*{20}{c}}
			{\frac{\varphi_{11}} {\phi _{11}}}&{\frac{\varphi_{12}} {{\sqrt {\phi _{11} \phi _{22}} }}}&{\frac{\varphi_{13}}{{\sqrt {\phi _{11} \phi _{33}} }}}\\\\
			{\frac{\varphi_{12}}{{\sqrt {\phi _{11} \phi _{22}} }}}&{\frac{\varphi_{22}}{\phi _{22}}}&{\frac{\varphi_{23}}{{\sqrt \phi _{22} \phi _{33}}}}\\\\
			{\frac{\varphi_{13}}{{\sqrt { \phi _{11} \phi _{33}} }}}&{\frac{\varphi_{23}}{{\sqrt \phi _{22} \phi _{33}}}}&{\frac{\varphi_{33}}{\phi _{33}}}
	\end{array}} \right).
\end{equation}
where
\begin{equation*}
\begin{array}{l}
\varphi_{11} =- \left\langle {{\phi _{uu}},N} \right\rangle ,\,\,\varphi_{12} =- \left\langle {{\phi _{uv}},N} \right\rangle ,\,\,\varphi_{13} =- \left\langle {{\phi _{uw}},N} \right\rangle,\\
\varphi_{22} = -\left\langle {{\phi _{vv}},N} \right\rangle ,\,\,\varphi_{23} =- \left\langle {{\phi _{vw}},N} \right\rangle ,\,\,\varphi_{33} = -\left\langle {{\phi _{ww}},N} \right\rangle .
\end{array}
\end{equation*}


\begin{theorem}
	Write your theorem here.
\end{theorem}

\begin{proof}
Proof here.
\end{proof}

\begin{example}
Example here.
\end{example}


%------------------------------------------------

\section{Section 3}
%\addcontentsline{toc}{section}{ } % Adds this section to the table of contents

"Sed ut perspiciatis unde omnis iste natus error sit voluptatem accusantium doloremque laudantium, totam rem aperiam, eaque ipsa quae ab illo inventore veritatis et quasi architecto beatae vitae dicta sunt explicabo. Nemo enim ipsam voluptatem quia voluptas sit aspernatur aut odit aut fugit, sed quia consequuntur magni dolores eos qui ratione voluptatem sequi nesciunt. Neque porro quisquam est, qui dolorem ipsum quia dolor sit amet, consectetur, adipisci velit, sed quia non numquam eius modi tempora incidunt ut labore et dolore magnam aliquam quaerat voluptatem. Ut enim ad minima veniam, quis nostrum exercitationem ullam corporis suscipit laboriosam, nisi ut aliquid ex ea commodi consequatur? Quis autem vel eum iure reprehenderit qui in ea voluptate velit esse quam nihil molestiae consequatur, vel illum qui dolorem eum fugiat quo voluptas nulla pariatur?"

\section{Conclusions}
%\addcontentsline{toc}{section}{ }
This section is monditory. Please summarize your article in this section and talk about future work.
%------------------------------------------------



\section{Acknowledgements}
This section enable you to thank all who have helped in carrying out the paper.
%	REFERENCE LIST
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% use google scholar APA format 
\begin{thebibliography}{}
	
\bibitem{Cite1} Yüce, S.(2019). \textit{Weingarten Map of the Hypersurface in Euclidean 4-Space and its Applications}. Hagia Sophia Journal of Geometry, 1(1), 1-8.

\bibitem{Cite2} Yüce, S. (2020). Lineer Cebir. Pegem Akademik Yayıncılık, 3. Baskı.

\bibitem{Cite3} Gürses, N. B., Bektaş, Ö., \& Yüce, S. (2016). \textit{Special Smarandache curves in $\mathbb{R}^3_1$}. Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics, 65(2), 143-160.

\bibitem{Cite4} Şentürk, G. Y., \& Yüce, S. (2017). \textit{The Spacelike Ruled Surfaces with Darboux Frame in $\mathbb{E}^3_1$}, 15 th International Geometry Symposium (p. 45).

	
\end{thebibliography}



\end{document}