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authorJP Appel <jeanpierre.appel01@gmail.com>2024-04-19 19:51:07 -0400
committerJP Appel <jeanpierre.appel01@gmail.com>2024-04-19 19:51:07 -0400
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parent246aabf036e731a1ae932bd7c3d1f08f7833cb7e (diff)
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+# Final Presentation Notes
+
+## Outline
+
+* definition of complex numbers
+* definition of mandelbrot set
+ * examples of fractals (Romanesco, Sripenski triangle, Menger sponge)
+* question: how do we handle recursion in computer science
+ * we avoid it!
+* serial algorithm for computing Mandelbrot set
+ * runtime
+ * animation where the number of frames are dependent on runtime:w
+* shared algorithm for computing mandelbrot set
+ * runtime
+ * unique challenges of the shared version
+ * benefits gained from the shared version
+ * animation where the number of frames are dependent on runtime:w
+* gpu algorithm for computing mandelbrot set
+ * runtime
+ * unique challenges of the gpu version
+ * benefits gained from the gpu version
+ * animation where the number of frames are dependent on runtime:w
+* overall comparison of implementations
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+# HPC Mandelbrot, Julia and Multibot Sets
+
+![Mandelbrot Set]()
+
+## Perquisite Knowledge
+
+### Complex Numbers
+
+### What is the Mandelbrot Set
+
+### Fractals
+
+### Handling Recursion
+
+## Implementations
+
+### Serial
+
+### Serial Animation
+
+### Shared
+
+### Shared Animation
+
+### GPU
+
+### GPU Animation
+
+## Analysis
+
+### Speedups