行政改革の取組
1.行政改革の推進(指針)について
人口減少や少子高齢化社会においても、将来にわたり持続可能な行政運営を行うためには、国の動向等を見据えながら、新技術の導入などにより行政需要の変化に柔軟に対応していく必要があります。また、事務・事業の見直し等による行政運営の効率化の観点から、効果が期待できる改革に焦点を絞り取組みを進めていく必要があります。
これらの考え方を踏まえ本町が行政改革に取り組むにあたり、目指すべき基本的な方向性とその進め方を示す「岩美町行政改革推進指針」を策定しています。この指針に基づき、組織全体での横断的な取組みを推進していきます。
岩美町行政改革推進指針(令和3年7月)
2.行政改革推進にあたっての基本方針
本町の行政改革の推進において、目指すべき基本的な方向性を「基本方針」として定めます。基本方針は、必要に応じて見
直しを行います。
〇基本方針
(1)合理的な財政運営
・費用対効果に基づく事務事業の見直し(廃止も含む)、遊休資産の活用等
(2)効率的な組織の編成
・事務事業の効率的な割当、住民の利便性向上、定員適正化等
(3)合理的な事務・事業の推進
・外部委託や最新技術の導入、調達業務等の一元化、形骸化した事務の見直し(廃止を含む)等
(4)国の動向等を踏まえた取組
・国の動向や時代のニーズを勘案した事務・事業の見直し(廃止を含む)等
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3.行政改革実施フロー図
![](data:image/png;base64,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)
4.行政改革実施状況