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통계 오류 신고센터

국토교통통계누리의 통계 오류정보에 대해 알려주세요!

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참여마당 통계 오류 신고센터

2019년도 국토교통 통계연보

  • 유형 데이터 오류 통계명 국가교통조사 통계표명

2019년도 국토교통 통계연보의 623p에 인키로 통계가 있는데,



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" />



그 중에서 지하철 인키로의 2016년도와 2017년도의 값이 데이터가 맞는건지 궁금합니다.



국가에서 지하철이 2배이상 생긴것도 아닌데 인키로가 2배정도 뛴것과 십만자리부터 0인데 이 데이터가 맞는지요..?



 



감사합니다.



 


처리결과 처리상태 처리완료

1. 2016년부터 지하철 수송량이 급증한 이유

- 첨부된 자료의 주석에서도 밝히고 있듯이, 철도공사의 철도통계 개편에 따른 결과입니다.

철도통계 개편에 따라 지하철 수송인원 산정방식의 변화로 인한것으로 파악하고 있으며,

세부 산정방식 변경에 대한 내용은 철도공사 IT운영센터 (담당 : 이수영 대리(지하철 통계 취합) / 02-3149-3490 )로 문의해 주시면 감사하겠습니다.

( * 본 통계는 각 기관에서 생산하고 제출하는 보고자료를 기반으로 취합, 정리되는 보고통계이며,

개별 통계의 생산, 관리 등은 각 통계 생산자가 담당하고 있습니다.)



2. 지하철 수송실적의 수치 문제

- 수송실적은 각 기관 등 생산자로부터 수집된 자료를 바탕으로 합니다.

하지만, 수집 시점에 해당기관에서 최종 수치가 확정되지 않은 경우도 있으며, 공표 후에 수치를 수정하는 경우도 있습니다.

이 수치는 수집된 결과를 반영한 결과이며, 이후 해당 기관에서 확정 수치를 받아 최근 수정된 수치를 제공하고 있으나,

아직 시스템에 미반영된 수치도 있습니다. 가능한 빨리 갱신되도록 하겠습니다.



3. 참고

참고로, 현재 갱신된 지하철 수송량은 아래와 같습니다.

(인 기준) 2016년 3,572,126,844 / 2017년 3,604,711,728

(인-km기준) 2016년 43,487,083,151 / 2017년 43,668,948,497



감사합니다.

리스트 삭제