split into two posts

Author: f14-bertolotti

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             Hello and welcome to my blog! As a postdoctoral researcher in machine learning and artificial intelligence, I’m here to share my journey, insights, and notes with you. I strive to be as clear and grounded as possible, and I hope you’ll find something interesting and valuable in my posts.
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-        <div onclick="location.href='posts/15-12-24-chaos/index.html';" style="cursor: pointer;">
+        <div onclick="location.href='posts/29-12-24-chaos-II/index.html';" style="cursor: pointer;">
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-                    <img src="icons/pin.svg" width=16px height=16px/> An Introduction to Chaos Theory with Differential Topology.
+                    <img src="icons/pin.svg" width=16px height=16px/> Chaos Theory with Differential Topology (Part II).
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-                    A brief introduction to chaos theory from a guy that is still in the learning process. I will share some of the things I learned from Alligood et al. (1998). This is also an attempt to understand the basics of differential topology. I try to bring the two subject together in a way that is accessible to anyone with a basic understanding of calculus. 
+                    The second part of the series on chaos theory. In this post, we will introduce the concept of fixed points and their stability. (THIS POST IS STILL UNDER CONSTRUCTION)
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-                    <img src="icons/clock.svg" width=12px height=12px/> Date: 15 December, 2024  |  Estimated Reading Time: ~TBD min 
+                    <img src="icons/clock.svg" width=12px height=12px/> Date: 29 December, 2024  |  Estimated Reading Time: ~TBD min 
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+        <div onclick="location.href='posts/15-12-24-chaos-I/index.html';" style="cursor: pointer;">
+        <article class="light-post-theme post-block"> 
+            <div class="post-inner">
+                <div class="post-title"> 
+                    <img src="icons/pin.svg" width=16px height=16px/> Chaos Theory with Differential Topology (Part I).
+                </div>
+                <div class="post-desc"> 
+                    A brief introduction to chaos theory from a differential topolody perspecitive from a guy that is studying these topics for fun. I will share some of the things I learned from Alligood et al. (1998). This is also an attempt to understand the basics of differential topology. Here we discuss basics of differential topology and basic definitions of dynamical systems.
+                </div>
+                <div class="post-foot"> 
+                    <img src="icons/clock.svg" width=12px height=12px/> Date: 15 December, 2024  |  Estimated Reading Time: ~20-30 min 
+                </div>
+            </div>
+        </article>
+        </div>
+        <br>
 
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