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Author: mvsg2

Nash_Equilibrium_Example_Game.py

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+#num = 1400
+import matplotlib.pyplot as plt
+
+nums = []
+nash_eq = []
+
+for num in range(100, 500, 13):   # Try playing around with changing these initial, final points, and the step gap
+
+	print("The initial number is:", num) 
+	nums.append(num)
+
+	while num >= 1:
+	
+		num *= 2
+		num /= 3
+	
+	nash_eq.append(num)
+	print("The Nash Equilibrium floating value is:", num)
+	print()
+
+plt.figure(figsize=(50,50))
+plt.plot(nums, nash_eq)
+plt.plot(nums, nash_eq, 'ro', markersize=4.7)
+plt.title('Nash Equilibrium final floating point value for different initial seed values')
+plt.show()
+
+print("The final floating point value interestingly seems to be always greater than 0.5 (closer to 1) ...")