Python function to merge two sorted linear graphs












-1












$begingroup$


I have code for creating a function to calculator the addition of two sorted (lists) that each element represent x, y values.



A:[(3,3), (5,5), (6,3), (7,5)]
B:[(0,0), (2,2), (4,3), (5,3), (10,2)]
explanation
when x = 0 at B line, y=0, at A line y = 0 => (0, 0)
when x = 2 at B line, y=2, at A line y = 0 => (0, 0)
when x = 4 at B line, y=3, at A line y = (5-3 / 5-3 * 4) => (4, 7)
when x = 5 at B line, y=3, at A line y = 5 => (5, 8)
when x = 6 at B line, y= (2 - 3)/(10-5) * 6, at A line y = 3 => (6, 0)
when x = 7 at B line, y= (2 - 3)/(10-5) * 7, at A line y = 5 => (7, 1.5)
when x = 10 at B line, y=3, at A line y = (5-3 / 5-3 * 4) => (4, 7)
=> [(0, 0), (2, 2), (3, 5.5), (4, 7.0), (5, 8), (6, 5.8), (7, 7.6), (10, 2)]


Is there a better way for me to not using blueforce way to calculate x, y values?



def graph_addition(A, B):
if not A or not B: return A or B
res =
i = j = 0
while i < len(A) and j < len(B):
if A[i][0] < B[0][0]:
x, y = A[i]
i += 1
elif B[j][0] < A[0][0]:
x, y = B[j]
j += 1
elif A[i][0] < B[j][0]:
x = A[i][0]
y = (B[j][1] - B[j - 1][1]) / (B[j][0] - B[j - 1][0]) * (x - B[j - 1][0]) + B[j - 1][1] + A[i][1]
i += 1
elif A[i][0] > B[j][0]:
x = B[j][0]
y = (A[i][1] - A[i - 1][1]) / (A[i][0] - A[i - 1][0]) * (x - A[i - 1][0]) + A[i - 1][1] + B[j][1]
j += 1
else:
x = A[i][0]
y = A[i][1] + B[j][1]
i += 1
j += 1
res.append((x, y))
if A[i:]: res += A[i:]
if B[j:]: res += B[j:]
return res









share|improve this question











$endgroup$

















    -1












    $begingroup$


    I have code for creating a function to calculator the addition of two sorted (lists) that each element represent x, y values.



    A:[(3,3), (5,5), (6,3), (7,5)]
    B:[(0,0), (2,2), (4,3), (5,3), (10,2)]
    explanation
    when x = 0 at B line, y=0, at A line y = 0 => (0, 0)
    when x = 2 at B line, y=2, at A line y = 0 => (0, 0)
    when x = 4 at B line, y=3, at A line y = (5-3 / 5-3 * 4) => (4, 7)
    when x = 5 at B line, y=3, at A line y = 5 => (5, 8)
    when x = 6 at B line, y= (2 - 3)/(10-5) * 6, at A line y = 3 => (6, 0)
    when x = 7 at B line, y= (2 - 3)/(10-5) * 7, at A line y = 5 => (7, 1.5)
    when x = 10 at B line, y=3, at A line y = (5-3 / 5-3 * 4) => (4, 7)
    => [(0, 0), (2, 2), (3, 5.5), (4, 7.0), (5, 8), (6, 5.8), (7, 7.6), (10, 2)]


    Is there a better way for me to not using blueforce way to calculate x, y values?



    def graph_addition(A, B):
    if not A or not B: return A or B
    res =
    i = j = 0
    while i < len(A) and j < len(B):
    if A[i][0] < B[0][0]:
    x, y = A[i]
    i += 1
    elif B[j][0] < A[0][0]:
    x, y = B[j]
    j += 1
    elif A[i][0] < B[j][0]:
    x = A[i][0]
    y = (B[j][1] - B[j - 1][1]) / (B[j][0] - B[j - 1][0]) * (x - B[j - 1][0]) + B[j - 1][1] + A[i][1]
    i += 1
    elif A[i][0] > B[j][0]:
    x = B[j][0]
    y = (A[i][1] - A[i - 1][1]) / (A[i][0] - A[i - 1][0]) * (x - A[i - 1][0]) + A[i - 1][1] + B[j][1]
    j += 1
    else:
    x = A[i][0]
    y = A[i][1] + B[j][1]
    i += 1
    j += 1
    res.append((x, y))
    if A[i:]: res += A[i:]
    if B[j:]: res += B[j:]
    return res









    share|improve this question











    $endgroup$















      -1












      -1








      -1





      $begingroup$


      I have code for creating a function to calculator the addition of two sorted (lists) that each element represent x, y values.



      A:[(3,3), (5,5), (6,3), (7,5)]
      B:[(0,0), (2,2), (4,3), (5,3), (10,2)]
      explanation
      when x = 0 at B line, y=0, at A line y = 0 => (0, 0)
      when x = 2 at B line, y=2, at A line y = 0 => (0, 0)
      when x = 4 at B line, y=3, at A line y = (5-3 / 5-3 * 4) => (4, 7)
      when x = 5 at B line, y=3, at A line y = 5 => (5, 8)
      when x = 6 at B line, y= (2 - 3)/(10-5) * 6, at A line y = 3 => (6, 0)
      when x = 7 at B line, y= (2 - 3)/(10-5) * 7, at A line y = 5 => (7, 1.5)
      when x = 10 at B line, y=3, at A line y = (5-3 / 5-3 * 4) => (4, 7)
      => [(0, 0), (2, 2), (3, 5.5), (4, 7.0), (5, 8), (6, 5.8), (7, 7.6), (10, 2)]


      Is there a better way for me to not using blueforce way to calculate x, y values?



      def graph_addition(A, B):
      if not A or not B: return A or B
      res =
      i = j = 0
      while i < len(A) and j < len(B):
      if A[i][0] < B[0][0]:
      x, y = A[i]
      i += 1
      elif B[j][0] < A[0][0]:
      x, y = B[j]
      j += 1
      elif A[i][0] < B[j][0]:
      x = A[i][0]
      y = (B[j][1] - B[j - 1][1]) / (B[j][0] - B[j - 1][0]) * (x - B[j - 1][0]) + B[j - 1][1] + A[i][1]
      i += 1
      elif A[i][0] > B[j][0]:
      x = B[j][0]
      y = (A[i][1] - A[i - 1][1]) / (A[i][0] - A[i - 1][0]) * (x - A[i - 1][0]) + A[i - 1][1] + B[j][1]
      j += 1
      else:
      x = A[i][0]
      y = A[i][1] + B[j][1]
      i += 1
      j += 1
      res.append((x, y))
      if A[i:]: res += A[i:]
      if B[j:]: res += B[j:]
      return res









      share|improve this question











      $endgroup$




      I have code for creating a function to calculator the addition of two sorted (lists) that each element represent x, y values.



      A:[(3,3), (5,5), (6,3), (7,5)]
      B:[(0,0), (2,2), (4,3), (5,3), (10,2)]
      explanation
      when x = 0 at B line, y=0, at A line y = 0 => (0, 0)
      when x = 2 at B line, y=2, at A line y = 0 => (0, 0)
      when x = 4 at B line, y=3, at A line y = (5-3 / 5-3 * 4) => (4, 7)
      when x = 5 at B line, y=3, at A line y = 5 => (5, 8)
      when x = 6 at B line, y= (2 - 3)/(10-5) * 6, at A line y = 3 => (6, 0)
      when x = 7 at B line, y= (2 - 3)/(10-5) * 7, at A line y = 5 => (7, 1.5)
      when x = 10 at B line, y=3, at A line y = (5-3 / 5-3 * 4) => (4, 7)
      => [(0, 0), (2, 2), (3, 5.5), (4, 7.0), (5, 8), (6, 5.8), (7, 7.6), (10, 2)]


      Is there a better way for me to not using blueforce way to calculate x, y values?



      def graph_addition(A, B):
      if not A or not B: return A or B
      res =
      i = j = 0
      while i < len(A) and j < len(B):
      if A[i][0] < B[0][0]:
      x, y = A[i]
      i += 1
      elif B[j][0] < A[0][0]:
      x, y = B[j]
      j += 1
      elif A[i][0] < B[j][0]:
      x = A[i][0]
      y = (B[j][1] - B[j - 1][1]) / (B[j][0] - B[j - 1][0]) * (x - B[j - 1][0]) + B[j - 1][1] + A[i][1]
      i += 1
      elif A[i][0] > B[j][0]:
      x = B[j][0]
      y = (A[i][1] - A[i - 1][1]) / (A[i][0] - A[i - 1][0]) * (x - A[i - 1][0]) + A[i - 1][1] + B[j][1]
      j += 1
      else:
      x = A[i][0]
      y = A[i][1] + B[j][1]
      i += 1
      j += 1
      res.append((x, y))
      if A[i:]: res += A[i:]
      if B[j:]: res += B[j:]
      return res






      python python-3.x






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      edited 2 hours ago









      Jamal

      30.4k11121227




      30.4k11121227










      asked 7 hours ago









      A.LeeA.Lee

      492




      492






















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