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how can I find the path of consecutive numbers in a file with python?


How do I check whether a file exists without exceptions?How do I copy a file in Python?Finding the index of an item given a list containing it in PythonHow can I safely create a nested directory?How to get the current time in PythonHow can I make a time delay in Python?How do I get the number of elements in a list?How do I list all files of a directory?Easy interview question got harder: given numbers 1..100, find the missing number(s) given exactly k are missingImage Processing: Algorithm Improvement for 'Coca-Cola Can' Recognition






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0















I have a file of 4000,000 data. I'm starting programming in python. I want to find a path to arrive of 7 to 1. But I have some conditionals:



1.- The path must be descending for example: 7, 6, 5....1 (hoping to be consecutive), but can be 7,6,3,1. The principal goal is descending (second column). Imagine that the substrate between lines must be = 1 to identify them



2.- The path mustn't go up. For example: If i'm in 7, 6, 5..and then 6 is not correct. The next number of 5 must be the number 4, or other lower but no higer. I Imagine that the substrate between lines must be -1 to identify them



3.- Could reapeat the numbers. For example if i'm in 7 , I could have some lines in 7 before to pass 6 and it would be ok. Remember, the principal goal is no go up, is descending. I imagine the result will be constant 0 or 1 .



4.- If one of this conditionals are false, so:
a) start again but no in the first line where is a 7. I mean, start in the next line where is a 7 (second 7 in the file)
if there is not a path starting in 7, take then line with 6, and so on, until to find the path to arrive to 1.
b) or start from the last line where the process is broken. (I don't know if this option is eficient)



In resume, I want to find the path eficient to go from 7 to 1, in a descending way, and don't go up.



input file is:



 1 6
2 6
3 6
4 7
5 7
6 3
7 3
8 5
9 7
10 6


...so etc.



Out file:



45 7 
46 7
47 7
48 7
49 6
50 6
51 5
52 5
53 4
54 3
55 2
56 1


or



50 7
51 6
52 5
53 4
54 3
55 2
56 1


So, could you guide me how can I do this process?



Thanks a lot.










share|improve this question


























  • What have you tried to get this done?

    – DirtyBit
    Mar 27 at 6:08











  • Well, I tried to find a way easy to do this, but I don't have idea what modules of python could help me. Do you have some idea?

    – Hdez
    Mar 27 at 6:11











  • better to add algorithms tag. This will be more useful.

    – Maged Saeed
    Mar 27 at 6:13






  • 1





    It is indeed an interesting question, but some of us will be reluctant to post an answer if you do not show your current research. In addition, it would be useless to post an algorithm that you already use or a less efficient one. Long story short, you should really add your current attempt.

    – Serge Ballesta
    Mar 27 at 8:47











  • Longest increasing subsequence problem, if I am not mistaken (you want it decreasing, but makes no difference).

    – user58697
    Mar 27 at 20:20

















0















I have a file of 4000,000 data. I'm starting programming in python. I want to find a path to arrive of 7 to 1. But I have some conditionals:



1.- The path must be descending for example: 7, 6, 5....1 (hoping to be consecutive), but can be 7,6,3,1. The principal goal is descending (second column). Imagine that the substrate between lines must be = 1 to identify them



2.- The path mustn't go up. For example: If i'm in 7, 6, 5..and then 6 is not correct. The next number of 5 must be the number 4, or other lower but no higer. I Imagine that the substrate between lines must be -1 to identify them



3.- Could reapeat the numbers. For example if i'm in 7 , I could have some lines in 7 before to pass 6 and it would be ok. Remember, the principal goal is no go up, is descending. I imagine the result will be constant 0 or 1 .



4.- If one of this conditionals are false, so:
a) start again but no in the first line where is a 7. I mean, start in the next line where is a 7 (second 7 in the file)
if there is not a path starting in 7, take then line with 6, and so on, until to find the path to arrive to 1.
b) or start from the last line where the process is broken. (I don't know if this option is eficient)



In resume, I want to find the path eficient to go from 7 to 1, in a descending way, and don't go up.



input file is:



 1 6
2 6
3 6
4 7
5 7
6 3
7 3
8 5
9 7
10 6


...so etc.



Out file:



45 7 
46 7
47 7
48 7
49 6
50 6
51 5
52 5
53 4
54 3
55 2
56 1


or



50 7
51 6
52 5
53 4
54 3
55 2
56 1


So, could you guide me how can I do this process?



Thanks a lot.










share|improve this question


























  • What have you tried to get this done?

    – DirtyBit
    Mar 27 at 6:08











  • Well, I tried to find a way easy to do this, but I don't have idea what modules of python could help me. Do you have some idea?

    – Hdez
    Mar 27 at 6:11











  • better to add algorithms tag. This will be more useful.

    – Maged Saeed
    Mar 27 at 6:13






  • 1





    It is indeed an interesting question, but some of us will be reluctant to post an answer if you do not show your current research. In addition, it would be useless to post an algorithm that you already use or a less efficient one. Long story short, you should really add your current attempt.

    – Serge Ballesta
    Mar 27 at 8:47











  • Longest increasing subsequence problem, if I am not mistaken (you want it decreasing, but makes no difference).

    – user58697
    Mar 27 at 20:20













0












0








0








I have a file of 4000,000 data. I'm starting programming in python. I want to find a path to arrive of 7 to 1. But I have some conditionals:



1.- The path must be descending for example: 7, 6, 5....1 (hoping to be consecutive), but can be 7,6,3,1. The principal goal is descending (second column). Imagine that the substrate between lines must be = 1 to identify them



2.- The path mustn't go up. For example: If i'm in 7, 6, 5..and then 6 is not correct. The next number of 5 must be the number 4, or other lower but no higer. I Imagine that the substrate between lines must be -1 to identify them



3.- Could reapeat the numbers. For example if i'm in 7 , I could have some lines in 7 before to pass 6 and it would be ok. Remember, the principal goal is no go up, is descending. I imagine the result will be constant 0 or 1 .



4.- If one of this conditionals are false, so:
a) start again but no in the first line where is a 7. I mean, start in the next line where is a 7 (second 7 in the file)
if there is not a path starting in 7, take then line with 6, and so on, until to find the path to arrive to 1.
b) or start from the last line where the process is broken. (I don't know if this option is eficient)



In resume, I want to find the path eficient to go from 7 to 1, in a descending way, and don't go up.



input file is:



 1 6
2 6
3 6
4 7
5 7
6 3
7 3
8 5
9 7
10 6


...so etc.



Out file:



45 7 
46 7
47 7
48 7
49 6
50 6
51 5
52 5
53 4
54 3
55 2
56 1


or



50 7
51 6
52 5
53 4
54 3
55 2
56 1


So, could you guide me how can I do this process?



Thanks a lot.










share|improve this question
















I have a file of 4000,000 data. I'm starting programming in python. I want to find a path to arrive of 7 to 1. But I have some conditionals:



1.- The path must be descending for example: 7, 6, 5....1 (hoping to be consecutive), but can be 7,6,3,1. The principal goal is descending (second column). Imagine that the substrate between lines must be = 1 to identify them



2.- The path mustn't go up. For example: If i'm in 7, 6, 5..and then 6 is not correct. The next number of 5 must be the number 4, or other lower but no higer. I Imagine that the substrate between lines must be -1 to identify them



3.- Could reapeat the numbers. For example if i'm in 7 , I could have some lines in 7 before to pass 6 and it would be ok. Remember, the principal goal is no go up, is descending. I imagine the result will be constant 0 or 1 .



4.- If one of this conditionals are false, so:
a) start again but no in the first line where is a 7. I mean, start in the next line where is a 7 (second 7 in the file)
if there is not a path starting in 7, take then line with 6, and so on, until to find the path to arrive to 1.
b) or start from the last line where the process is broken. (I don't know if this option is eficient)



In resume, I want to find the path eficient to go from 7 to 1, in a descending way, and don't go up.



input file is:



 1 6
2 6
3 6
4 7
5 7
6 3
7 3
8 5
9 7
10 6


...so etc.



Out file:



45 7 
46 7
47 7
48 7
49 6
50 6
51 5
52 5
53 4
54 3
55 2
56 1


or



50 7
51 6
52 5
53 4
54 3
55 2
56 1


So, could you guide me how can I do this process?



Thanks a lot.







python algorithm path numbers conditional






share|improve this question















share|improve this question













share|improve this question




share|improve this question








edited Mar 27 at 6:24









Maged Saeed

9411 gold badge11 silver badges28 bronze badges




9411 gold badge11 silver badges28 bronze badges










asked Mar 27 at 6:06









HdezHdez

385 bronze badges




385 bronze badges















  • What have you tried to get this done?

    – DirtyBit
    Mar 27 at 6:08











  • Well, I tried to find a way easy to do this, but I don't have idea what modules of python could help me. Do you have some idea?

    – Hdez
    Mar 27 at 6:11











  • better to add algorithms tag. This will be more useful.

    – Maged Saeed
    Mar 27 at 6:13






  • 1





    It is indeed an interesting question, but some of us will be reluctant to post an answer if you do not show your current research. In addition, it would be useless to post an algorithm that you already use or a less efficient one. Long story short, you should really add your current attempt.

    – Serge Ballesta
    Mar 27 at 8:47











  • Longest increasing subsequence problem, if I am not mistaken (you want it decreasing, but makes no difference).

    – user58697
    Mar 27 at 20:20

















  • What have you tried to get this done?

    – DirtyBit
    Mar 27 at 6:08











  • Well, I tried to find a way easy to do this, but I don't have idea what modules of python could help me. Do you have some idea?

    – Hdez
    Mar 27 at 6:11











  • better to add algorithms tag. This will be more useful.

    – Maged Saeed
    Mar 27 at 6:13






  • 1





    It is indeed an interesting question, but some of us will be reluctant to post an answer if you do not show your current research. In addition, it would be useless to post an algorithm that you already use or a less efficient one. Long story short, you should really add your current attempt.

    – Serge Ballesta
    Mar 27 at 8:47











  • Longest increasing subsequence problem, if I am not mistaken (you want it decreasing, but makes no difference).

    – user58697
    Mar 27 at 20:20
















What have you tried to get this done?

– DirtyBit
Mar 27 at 6:08





What have you tried to get this done?

– DirtyBit
Mar 27 at 6:08













Well, I tried to find a way easy to do this, but I don't have idea what modules of python could help me. Do you have some idea?

– Hdez
Mar 27 at 6:11





Well, I tried to find a way easy to do this, but I don't have idea what modules of python could help me. Do you have some idea?

– Hdez
Mar 27 at 6:11













better to add algorithms tag. This will be more useful.

– Maged Saeed
Mar 27 at 6:13





better to add algorithms tag. This will be more useful.

– Maged Saeed
Mar 27 at 6:13




1




1





It is indeed an interesting question, but some of us will be reluctant to post an answer if you do not show your current research. In addition, it would be useless to post an algorithm that you already use or a less efficient one. Long story short, you should really add your current attempt.

– Serge Ballesta
Mar 27 at 8:47





It is indeed an interesting question, but some of us will be reluctant to post an answer if you do not show your current research. In addition, it would be useless to post an algorithm that you already use or a less efficient one. Long story short, you should really add your current attempt.

– Serge Ballesta
Mar 27 at 8:47













Longest increasing subsequence problem, if I am not mistaken (you want it decreasing, but makes no difference).

– user58697
Mar 27 at 20:20





Longest increasing subsequence problem, if I am not mistaken (you want it decreasing, but makes no difference).

– user58697
Mar 27 at 20:20












1 Answer
1






active

oldest

votes


















0














I would create a finite-state machine with a state for each number (7 states, 1 to 7). At each line:



  • If the number on the current line is 7: create a new instance of the machine (it would be a class) and push it to a list of "alive" automata.

  • Call .add_number(parsed_number) on all the machines. This function remembers the number and returns one of three possible results:

    • 0 - I don't accept the number, toss me away (you have to model all state transitions which is basically any transition from larger to smaller number).

    • 1 - I have accepted the number, do nothing.

    • 2 - I have accepted the number and the number is 1: print what I have accumulated and toss me away.






share|improve this answer
























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    1 Answer
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    oldest

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    active

    oldest

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    0














    I would create a finite-state machine with a state for each number (7 states, 1 to 7). At each line:



    • If the number on the current line is 7: create a new instance of the machine (it would be a class) and push it to a list of "alive" automata.

    • Call .add_number(parsed_number) on all the machines. This function remembers the number and returns one of three possible results:

      • 0 - I don't accept the number, toss me away (you have to model all state transitions which is basically any transition from larger to smaller number).

      • 1 - I have accepted the number, do nothing.

      • 2 - I have accepted the number and the number is 1: print what I have accumulated and toss me away.






    share|improve this answer





























      0














      I would create a finite-state machine with a state for each number (7 states, 1 to 7). At each line:



      • If the number on the current line is 7: create a new instance of the machine (it would be a class) and push it to a list of "alive" automata.

      • Call .add_number(parsed_number) on all the machines. This function remembers the number and returns one of three possible results:

        • 0 - I don't accept the number, toss me away (you have to model all state transitions which is basically any transition from larger to smaller number).

        • 1 - I have accepted the number, do nothing.

        • 2 - I have accepted the number and the number is 1: print what I have accumulated and toss me away.






      share|improve this answer



























        0












        0








        0







        I would create a finite-state machine with a state for each number (7 states, 1 to 7). At each line:



        • If the number on the current line is 7: create a new instance of the machine (it would be a class) and push it to a list of "alive" automata.

        • Call .add_number(parsed_number) on all the machines. This function remembers the number and returns one of three possible results:

          • 0 - I don't accept the number, toss me away (you have to model all state transitions which is basically any transition from larger to smaller number).

          • 1 - I have accepted the number, do nothing.

          • 2 - I have accepted the number and the number is 1: print what I have accumulated and toss me away.






        share|improve this answer













        I would create a finite-state machine with a state for each number (7 states, 1 to 7). At each line:



        • If the number on the current line is 7: create a new instance of the machine (it would be a class) and push it to a list of "alive" automata.

        • Call .add_number(parsed_number) on all the machines. This function remembers the number and returns one of three possible results:

          • 0 - I don't accept the number, toss me away (you have to model all state transitions which is basically any transition from larger to smaller number).

          • 1 - I have accepted the number, do nothing.

          • 2 - I have accepted the number and the number is 1: print what I have accumulated and toss me away.







        share|improve this answer












        share|improve this answer



        share|improve this answer










        answered Mar 27 at 8:28









        Martin IndraMartin Indra

        1164 bronze badges




        1164 bronze badges





















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