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@@ -20,10 +20,10 @@ <h1>correlationzero</h1>
   <p>Some of our <a href="https://www.correlationzero.org/blogs">blogs</a>.</p>
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   <h2>Recent Discussions </h2>
-  <p><b>A New Correlation Coefficient [11th Apr 2024]: </b>$$\text{A novel correlation coefficient, denoted as } \xi_{n}(X,Y)  \text{ has been introduced recently. This coefficient, being non-parametric, offers simplicity in calculation while possessing the capability to identify non-monotonic and non-linear relationships. Moreover, it exhibits some nice asymptotic properties.}$$</p>
-  <p><b>Multithreading and Multiprocessing [28th Feb 2024]:</b> Discussion around what exactly is multithreading and multiprocessing, what are the differences between them, and when and how can we use them.</p>
-  <p><b>Simulated Annealing [8th Jan 2024]:</b> Simulated Annealing is a method to find an approximate global optimum. Initially, we explore different solutions using a random walk procedure. But with more iterations, we try to settle down. 
-  Exploration is necessary to get out of the local optima. This method has a philosophical aspect as well. Initially, we explore many things in life, but eventually, we try to settle down.</p>
+  <p><b>A New Correlation Coefficient [11th Apr 2024]: </b>$$\text{A novel correlation coefficient, denoted as } \xi_{n}(X,Y)  \text{ has been introduced recently. This coefficient, being non-parametric, \\ offers simplicity in calculation while possessing the capability to identify non-monotonic and non-linear relationships. \\ Moreover, it exhibits some nice asymptotic properties.}$$</p>
+  <p><b>Multithreading and Multiprocessing [28th Feb 2024]:</b>$$ \text{Discussion around what exactly is multithreading and multiprocessing, what are the differences between them, \\ and when and how can we use them.} $$</p>
+  <p><b>Simulated Annealing [8th Jan 2024]:</b> $$ \text{Simulated Annealing is a method to find an approximate global optimum. Initially, we explore different solutions using \\ a random walk procedure. But with more iterations, we try to settle down.\\ 
+  Exploration is necessary to get out of the local optima. This method has a philosophical aspect as well.\\ Initially, we explore many things in life, but eventually, we try to settle down.} $$</p>
 
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