<p>A Simplical Complex-Based Kernel Estimation Method for Cracking</p>
<p>Higher-Order Graph Structures in Cell Complex Topology</p>
<p>Eman Almuhur1,&lowast; , Nabeela Abu-Al Kishik2, Hamza Qoqazeh3, Ali Atoom4, Manal Al-Labadi5,</p>
<p>Wasim Audeh5</p>
<p>1Department of Mathematics, Applied Science Private University, Jordan</p>
<p>2Department of Mathematics, Jerash University, Jordan</p>
<p>3Department of Mathematics, Irbid National University, Jordan</p>
<p>4Department of Mathematics, Ajloun National University, Jordan</p>
<p>5Department of Mathematics, University of Petra, Jordan</p>
<p>Emails: e almuhur@asu.edu.jo; Nabeelakishik@yahoo.com; hhaaqq983@gmail.com; aliatoom@anu.edu.jo;</p>
<p>manal.allabadi@uop.edu.jo; waudeh@uop.edu.jo</p>
<p>Abstract</p>
<p>The primary goal of the article is to examine the data s shape and crack higher-order graph structures in cell</p>
<p>complex topology. Further simplical complex-based kernel estimation methods are explored and discussed.</p>
<p>Keywords: Simplicial complex; Euler characteristic; Simplicial homology; Cell complex topology</p>