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)
저자: 박종철(서울특별시의회 예산분석관)
출판사: 성원엔터테인먼트
출판일: 2018.12.12
목차
제1장 왜 재정은 건전하게 운영해야 하나?
제2장 건전재정과 지방분권을 위한 노력
제3장 재정위기의 파수꾼, 재정준칙
제4장 중앙정부의 건전한 재정운영
제5장 지방정부의 건전한 재정운영
제6장 중앙정부의 재정운영 검토 사례
제7장 지방정부의 재정운영 검토 사례
제8장 복지재정과 건전재정
제9장 중앙 및 지방정부의 건전한 재정운영방안
책소개
“미래세대를 위한 건전재정 이야기”의 책을 준비하며, 발간하기까지 저자와 많은 시간, 소통하며 느낀 점을 꼭 소개하고 싶다.
저자는 서울특별시의회 예산분석관(행정학박사)으로 서울시 예결산분석, 주요시책사업분석등 행정, 재정, 예산, 회계 전문가이다.
다소 딱딱하고, 무겁고, 정치·경제적인 분야이지만, 저자는 지방분권과 건정한 재정은 미래의 우리 아이들 세대를 위해 합리적이고, 정직해야 한다고 단언하고 있다.
국가와 미래를 위한 입장에서 철저한 4년여간의 준비를 통해 집필된 본서는 재정에 관련된 공부를 하는 학생뿐아니라 현직에 있는 담당자, 정치인, 교육분야에 있는 사람들까지도 필독서가 되리라 판단된다.
본서는, 재정건전성을 주제로 중앙정부부터 지방정부에 이르기까지를 포괄적으로 다루는 재정 지침서로써 대학생·일반인 등에게 중앙 및 지방정부의 건전하고 효율적인 재정에 대한 설명을 근거자료와 함께 최근 자료들까지 빠짐없이 분석하고 적용한 재정에 관한 백과사전이라해도 무방할 것이다. 일반적으로 재정에 대한 기본이론을 소개하는 서적들은 국가재정, 지방재정 등으로 구분되어 출판된 책들이 많으나, 이처럼 재정건전성이라는 하나의 주제로 중앙정부부터 지방정부에 이르기까지를 포괄해서 다룬 책은 흔하지 않다. 박종철 예산분석관은 “필자는 왜 우리가 건전한 재정운영을 해야 하는지에 대해 깊이 있게 고민할 필요가 있고, 재정건전성을 높일 수 있는 다양한 방안을 살펴보고자했다”며 “중앙정부와 지방정부의 건전한 재정운영에 대해 고민하는 학생, 일반시민 뿐만 아니라 재정업무를 담당하고 있는 공무원들에게 도움이 되길 희망한다”고 밝혔다. 이 책은 1장 왜 재정은 건전하게 운영해야 하나?, 2장 건전재정과 지방분권을 위한 노력, 3장 재정위기의 파수꾼, 재정준칙, 4장 중앙정부의 건전한 재정운영, 5장 지방정부의 건전한 재정운영, 6장 중앙정부의 재정운영 검토 사례, 7장 지방정부의 재정운영 검토 사례, 8장 복지재정과 건전재정, 9장 중앙 및 지방정부의 건전한 재정운영 방안 등 총 9장으로 구성되어 있다. 1장에서는 건전한 재정운영의 필요성 및 중앙정부와 지방정부의 상생발전을 위한 바람직한 사무배분, 예산과 재정의 기본적인 이론 등을 다루고 있으며, 2장에서는 재정위기 극복과 지방분권을 위한 개헌논의, 해외사례, 쪽지예산과 재정건전성의 관계 등이 구체적으로 소개되고 있다.
3장에서는 재정위기를 극복하기 위한 재정준칙의 필요성과 재정의 지속가능성에 대한 현황과 전망을 소개하며, 재정준칙 도입을 위한 현실적인 방안을 소개하고 있다.
4장부터 9장까지 중앙정부와 지방정부의 재정운영 이론 및 사례와 개선방안을 제시하며 모든 챕터를 마무리하고 있다.부록에서는 헌법, 국가재정법, 지방재정법 등에서 건전하고 효율적인 재정운영과 관련된 조문을 발췌하여 단기간에 국가 및 지방재정 관련 법령지식을 습득할 기회를 제공한다.금재덕 서울시립대학교 교수는 추천사를 통해 “중앙정부와 지방정부가 건전하게 재정을 운영하고자 할 때, 참고해야 할 개념, 원칙, 최신 사례와 법령 등 방대한 내용을 포괄하고 있는 책으로 재정관리 담당공무원과 정부재정운용에 대해 관심을 가진 분들에게 유용할 것으로 생각된다”고 평가했다.
또한 기획재정부 장관을 역임한 성균관대 박재완 교수는 “저자는 왜 재정을 알뜰하게 운영해야 하는지에 대한 문제의식에서 출발하여 국가재정, 지방재정과 교육재정에 이르기까지 다양한 이론과 현장의 풍성한 사례를 접목해 소개하고 있어 재정준칙, 재정관리 및 예결산 등에 관한 안목과 논리를 함양할 수 있을 것이다.”고 추천을 하였다.