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Fibonacci sequence calculator seems correct but can't find similar code online. Is there something wrong?


What is Sum of Even Terms In Fibonacci (<4million)? [Large Value Datatype Confusion]Python: Odd behavior with modulo operatorWhat's wrong with my Fibonacci sequence generator?What is wrong with my Fibonacci sequence calculation in Python?Quitting a loopAdding together the values of the elements in a vector in RWriting a method which returns the specified Fibonacci number?Fibonacci sequence calculator pythonFor below code, after certain period i am getting -ve values as output for +ve integer input. can anyone please explain the reason behind this?How to print the Fibonacci sequence, skipping every fourth number, replaces the skips with X and starts from 0






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6















I made a simple Fibonacci sequence calculator for the first 22 terms:



i=1
n=0
while i<=20000:
i = i + n
n = i - n
print(i)


Looks like the result is correct



1
2
3
5
8
13
21
34
55
89
144
233
377
610
987
1597
2584
4181
6765
10946
17711
28657


but I can't seem to find similar code anywhere online. I think that's a big red flag. Can someone tell me what is wrong here? Is this inefficient code?










share|improve this question







New contributor



fibonaccipistacci is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.

























    6















    I made a simple Fibonacci sequence calculator for the first 22 terms:



    i=1
    n=0
    while i<=20000:
    i = i + n
    n = i - n
    print(i)


    Looks like the result is correct



    1
    2
    3
    5
    8
    13
    21
    34
    55
    89
    144
    233
    377
    610
    987
    1597
    2584
    4181
    6765
    10946
    17711
    28657


    but I can't seem to find similar code anywhere online. I think that's a big red flag. Can someone tell me what is wrong here? Is this inefficient code?










    share|improve this question







    New contributor



    fibonaccipistacci is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
    Check out our Code of Conduct.





















      6












      6








      6








      I made a simple Fibonacci sequence calculator for the first 22 terms:



      i=1
      n=0
      while i<=20000:
      i = i + n
      n = i - n
      print(i)


      Looks like the result is correct



      1
      2
      3
      5
      8
      13
      21
      34
      55
      89
      144
      233
      377
      610
      987
      1597
      2584
      4181
      6765
      10946
      17711
      28657


      but I can't seem to find similar code anywhere online. I think that's a big red flag. Can someone tell me what is wrong here? Is this inefficient code?










      share|improve this question







      New contributor



      fibonaccipistacci is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
      Check out our Code of Conduct.











      I made a simple Fibonacci sequence calculator for the first 22 terms:



      i=1
      n=0
      while i<=20000:
      i = i + n
      n = i - n
      print(i)


      Looks like the result is correct



      1
      2
      3
      5
      8
      13
      21
      34
      55
      89
      144
      233
      377
      610
      987
      1597
      2584
      4181
      6765
      10946
      17711
      28657


      but I can't seem to find similar code anywhere online. I think that's a big red flag. Can someone tell me what is wrong here? Is this inefficient code?







      python fibonacci






      share|improve this question







      New contributor



      fibonaccipistacci is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
      Check out our Code of Conduct.










      share|improve this question







      New contributor



      fibonaccipistacci is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
      Check out our Code of Conduct.








      share|improve this question




      share|improve this question






      New contributor



      fibonaccipistacci is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
      Check out our Code of Conduct.








      asked 5 hours ago









      fibonaccipistaccifibonaccipistacci

      311




      311




      New contributor



      fibonaccipistacci is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
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      New contributor




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          2 Answers
          2






          active

          oldest

          votes


















          7














          No, that code is fine. The probable reason you can't find similar code online is that it's unusual to use the subtraction operator in Fibonacci, which is a purely additive function, tn = tn-2 + tn-1.



          It works, of course, since addition/subtraction is both commutative and associative, meaning that order and grouping of terms is unimportant:



          i = i + n # iNew = iOld + nOld

          n = i - n # nNew = (iNew) - nOld
          # = (iOld + nOld) - nOld
          # = iOld + (nOld - nOld)
          # = iOld + (0)
          # = iOld


          Use of subtraction allows you to bypass needing a third variable, which would be something like this in a lesser language than Python:



          nextN = i + n
          i = n
          n = nextN


          In Python, you don't actually need that since you can use tuple assignment such as:



          (n, i) = (i, n + i)


          With that, everything on the right of the = is evaluated before any assignments to the left.






          share|improve this answer
































            4














            It's an unusual way to do it, but it's correct. Your lines:



            i = i + n
            n = i - n


            are the same as doing:



            new_i = i + n
            n = i
            i = new_i


            or,



            i, n = i + n, i


            which would be the usual way in Python.






            share|improve this answer

























              Your Answer






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              2 Answers
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              active

              oldest

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              2 Answers
              2






              active

              oldest

              votes









              active

              oldest

              votes






              active

              oldest

              votes









              7














              No, that code is fine. The probable reason you can't find similar code online is that it's unusual to use the subtraction operator in Fibonacci, which is a purely additive function, tn = tn-2 + tn-1.



              It works, of course, since addition/subtraction is both commutative and associative, meaning that order and grouping of terms is unimportant:



              i = i + n # iNew = iOld + nOld

              n = i - n # nNew = (iNew) - nOld
              # = (iOld + nOld) - nOld
              # = iOld + (nOld - nOld)
              # = iOld + (0)
              # = iOld


              Use of subtraction allows you to bypass needing a third variable, which would be something like this in a lesser language than Python:



              nextN = i + n
              i = n
              n = nextN


              In Python, you don't actually need that since you can use tuple assignment such as:



              (n, i) = (i, n + i)


              With that, everything on the right of the = is evaluated before any assignments to the left.






              share|improve this answer





























                7














                No, that code is fine. The probable reason you can't find similar code online is that it's unusual to use the subtraction operator in Fibonacci, which is a purely additive function, tn = tn-2 + tn-1.



                It works, of course, since addition/subtraction is both commutative and associative, meaning that order and grouping of terms is unimportant:



                i = i + n # iNew = iOld + nOld

                n = i - n # nNew = (iNew) - nOld
                # = (iOld + nOld) - nOld
                # = iOld + (nOld - nOld)
                # = iOld + (0)
                # = iOld


                Use of subtraction allows you to bypass needing a third variable, which would be something like this in a lesser language than Python:



                nextN = i + n
                i = n
                n = nextN


                In Python, you don't actually need that since you can use tuple assignment such as:



                (n, i) = (i, n + i)


                With that, everything on the right of the = is evaluated before any assignments to the left.






                share|improve this answer



























                  7












                  7








                  7







                  No, that code is fine. The probable reason you can't find similar code online is that it's unusual to use the subtraction operator in Fibonacci, which is a purely additive function, tn = tn-2 + tn-1.



                  It works, of course, since addition/subtraction is both commutative and associative, meaning that order and grouping of terms is unimportant:



                  i = i + n # iNew = iOld + nOld

                  n = i - n # nNew = (iNew) - nOld
                  # = (iOld + nOld) - nOld
                  # = iOld + (nOld - nOld)
                  # = iOld + (0)
                  # = iOld


                  Use of subtraction allows you to bypass needing a third variable, which would be something like this in a lesser language than Python:



                  nextN = i + n
                  i = n
                  n = nextN


                  In Python, you don't actually need that since you can use tuple assignment such as:



                  (n, i) = (i, n + i)


                  With that, everything on the right of the = is evaluated before any assignments to the left.






                  share|improve this answer















                  No, that code is fine. The probable reason you can't find similar code online is that it's unusual to use the subtraction operator in Fibonacci, which is a purely additive function, tn = tn-2 + tn-1.



                  It works, of course, since addition/subtraction is both commutative and associative, meaning that order and grouping of terms is unimportant:



                  i = i + n # iNew = iOld + nOld

                  n = i - n # nNew = (iNew) - nOld
                  # = (iOld + nOld) - nOld
                  # = iOld + (nOld - nOld)
                  # = iOld + (0)
                  # = iOld


                  Use of subtraction allows you to bypass needing a third variable, which would be something like this in a lesser language than Python:



                  nextN = i + n
                  i = n
                  n = nextN


                  In Python, you don't actually need that since you can use tuple assignment such as:



                  (n, i) = (i, n + i)


                  With that, everything on the right of the = is evaluated before any assignments to the left.







                  share|improve this answer














                  share|improve this answer



                  share|improve this answer








                  edited 39 mins ago

























                  answered 5 hours ago









                  paxdiablopaxdiablo

                  648k17912691695




                  648k17912691695























                      4














                      It's an unusual way to do it, but it's correct. Your lines:



                      i = i + n
                      n = i - n


                      are the same as doing:



                      new_i = i + n
                      n = i
                      i = new_i


                      or,



                      i, n = i + n, i


                      which would be the usual way in Python.






                      share|improve this answer





























                        4














                        It's an unusual way to do it, but it's correct. Your lines:



                        i = i + n
                        n = i - n


                        are the same as doing:



                        new_i = i + n
                        n = i
                        i = new_i


                        or,



                        i, n = i + n, i


                        which would be the usual way in Python.






                        share|improve this answer



























                          4












                          4








                          4







                          It's an unusual way to do it, but it's correct. Your lines:



                          i = i + n
                          n = i - n


                          are the same as doing:



                          new_i = i + n
                          n = i
                          i = new_i


                          or,



                          i, n = i + n, i


                          which would be the usual way in Python.






                          share|improve this answer















                          It's an unusual way to do it, but it's correct. Your lines:



                          i = i + n
                          n = i - n


                          are the same as doing:



                          new_i = i + n
                          n = i
                          i = new_i


                          or,



                          i, n = i + n, i


                          which would be the usual way in Python.







                          share|improve this answer














                          share|improve this answer



                          share|improve this answer








                          edited 3 mins ago









                          cs95

                          145k25177257




                          145k25177257










                          answered 5 hours ago









                          Ned BatchelderNed Batchelder

                          265k53450572




                          265k53450572




















                              fibonaccipistacci is a new contributor. Be nice, and check out our Code of Conduct.









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