Нормирование численности государственных гражданских служащих с сфере осуществления контроля (надзора) и предоставления государственных услуг. Коллектив авторов. Читать онлайн. Newlib. NEWLIB.NET

Автор: Коллектив авторов
Издательство: РАНХиГС
Серия:
Жанр произведения: Прочая образовательная литература
Год издания: 2015
isbn: 978-5-7749-0971-1
Скачать книгу
Минэкономразвития России об осуществлении государственного контроля (надзора), муниципального контроля и его эффективности за 2012 год // http://ar.gov.ru/ru/search/index.index.html

      7

      См.: Горшков А. С, Мясников А. В., Хованов Н. В. Единый подход к определению численности государственных служащих исполненных органов власти: методика расчета. СПб., 2013.

      8

      В соответствии с данными, представленными федеральными органами исполнительной власти по состоянию на 01.07.2014 г.

      9

      См.: Клименко А. В., Клищ Н. Н. Можно ли сэкономить на бюрократии? // Воп росы государственного и муниципального управления. 2013. № 3. С. 90–109.

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