just need to add table

booth_multiplier.py

@@ -1,5 +1,6 @@
 #!/usr/bin/env python3
 from tabulate import tabulate
+import matplotlib.pyplot as plt
 
 with open('input.txt') as f:
   input_string = f.read().split('\n')
@@ -21,7 +22,7 @@ def arithmatic_shiftl(num, length):
     return (num << 1) & ~(1 << length - 1)
 
 
-def convert_if_twoscomp(num, length):
+def twoscomp_to_int(num, length):
   if num & (1 << length - 1):
     return (-1 * twos_comp(num, length))
   return num & (1 << length) - 1
@@ -30,8 +31,8 @@ def debug(results):
   headers = ['multiplicand bin', 'multiplier bin', 'multiplicand dec', 'multiplier dec', 'expected bin', 'expected dec', 'booth if correct', 'booth mod if correct']
   table = []
   for [multiplicand_bin, multiplier_bin, result_booth, result_booth_mod, length] in results:
-    multiplicand = convert_if_twoscomp(multiplicand_bin, length)
+    multiplicand = twoscomp_to_int(multiplicand_bin, length)
-    multiplier = convert_if_twoscomp(multiplier_bin, length)
+    multiplier = twoscomp_to_int(multiplier_bin, length)
     expected = multiplicand * multiplier
     expected_bin = (twos_comp(expected, length * 2), expected) [expected > 0]
     success_b = [bin(result_booth), "PASS"] [result_booth == expected_bin]
@@ -43,45 +44,58 @@ def debug(results):
 
   
 def booth(multiplier, multiplicand, length):
+  operations = 0
   multiplicand_twos_comp = twos_comp(multiplicand, length)
   result = multiplier << 1 # extended bit
   for i in range(length):
     op = result & 0b11
     if op == 0b01:
+      operations += 1
       result += multiplicand << (length + 1)
     if op == 0b10:
+      operations += 1
       result += multiplicand_twos_comp << (length + 1)
     result &= (1 << (length * 2) + 1) - 1 # get rid of any overflows
     result = arithmatic_shiftr(result, (length * 2) + 1, 1)
   result = result >> 1
-  return result
+  return (result, operations)
 
 def booth_mod(multiplier, multiplicand, length):
+  operations = 0
   multiplicand |= ((1 << length - 1) & multiplicand) << 1 # extend multiplicand sign to prevent overflow when mult/sub by 2
   multiplicand_twos_comp = twos_comp(multiplicand, length + 1)
   result = multiplier << 1 # extended bit
-  operations = 0
   for i in range(int((length) / 2)):
-    match result & 0b111:
+    op = result & 0b111
+    match op:
       case 0b010 | 0b001: # add
+        print("add")
         result += multiplicand << (length + 1)
+        operations += 1
       case 0b011:         # add * 2
-        result += arithmatic_shiftl(multiplicand, length + 1) << (length + 1) # extra shift is multiplying multiplicand by 2
+        print("add * 2")
+        result += arithmatic_shiftl(multiplicand, length + 1) << (length + 1) 
+        operations += 1
       case 0b100:         # sub * 2
-        result += arithmatic_shiftl(multiplicand_twos_comp, length + 1) << (length + 1) # extra shift is multiplying multiplicand by 2
+        print("sub * 2")
+        result += arithmatic_shiftl(multiplicand_twos_comp, length + 1) << (length + 1)
+        operations += 1
       case 0b101 | 0b110: # sub
+        print("sub ")
         result += multiplicand_twos_comp << (length + 1)
+        operations += 1
     result &= (1 << ((length * 2) + 2)) - 1 # get rid of any overflows
     result = arithmatic_shiftr(result, (length * 2) + 2, 2)
+  # *barfs on your dog*
   result = ((result | ((1 << ((length * 2) + 2)) >> 1)) & ((1 << ((length * 2) + 1)) - 1)) >> 1
-  return result
+  return (result, operations)
-
-
-
 
 if __name__ == "__main__":
   headers = ['multiplicand', 'multiplier', 'result (bin)', 'result (hex)']
   table = []
+  lengths = [] # for matplotlib plot
+  ops_booth = []
+  ops_mod_booth = []
 
   debug_results = []
 
@@ -95,11 +109,24 @@ if __name__ == "__main__":
     
     result_booth = booth(multiplier, multiplicand, length)
     result_mod_booth = booth_mod(multiplier, multiplicand, length)
-    table.append([bin(multiplicand), bin(multiplier), bin(result_booth), hex(result_booth)])
+
-    debug_results.append([multiplicand, multiplier, result_booth, result_mod_booth, length])
+    # gather data for matplotlib
+    ops_booth.append(result_booth[1])
+    ops_mod_booth.append(result_mod_booth[1])
+    lengths.append(length)
+    
+    table.append([bin(multiplicand), bin(multiplier), bin(result_booth[0]), hex(result_booth[0])])
+    debug_results.append([multiplicand, multiplier, result_booth[0], result_mod_booth[0], length])
+
   debug(debug_results)
   print(tabulate(table, headers))
-
+  
-  #generate table
+  # generate graph
+  plt.plot(lengths, ops_booth, '^--m', label='booths algorithim')
+  plt.plot(lengths, ops_mod_booth, 'v--c', label='modified booths algorithim')
+  plt.gca().set_xlabel("Length of Operands")
+  plt.gca().set_ylabel("Number of Additions and Subtractions")
+  plt.legend(loc='upper left')
+  plt.show()