Europski semestar je višegodišnja diskusija/razmjena između Europske komisije i zemalja članica kako bi se postigli ciljevi Europske unije sukladno strategiji Europa 2020. i sukladno Paktu o stabilnosti i rastu. Predstavlja godišnji ciklus koordinacije gospodarske i fiskalne politike unutar EU-a. Zbog usredotočenosti na razdoblje prvih šest mjeseci u godini se zove "semestar".
Tijekom Semestra države članice usklađuju svoje proračunske i gospodarske politike s ciljevima i pravilima dogovorenima na razini EU-a. Uveden je 2011. u okviru strategije Europa 2020 na prijedlog Europske komisije kojoj omogućuje nadzor nad proračunima i reformskim prijedlozima zemalja članica, prije nego se usvoje u nacionalnim parlamentima, a uveden je zbog uočene potrebe za usklađivanjem rasporeda postupaka koordinacije gospodarske politike, koji su se do 2010. provodili neovisno jedan o drugome. Glavni cilj Europskog semestra je osiguranje nacionalnih proračunskih disciplina i učinkovito gospodarstvo.
Europski semestar obuhvaća tri bloka koordinacije gospodarske politike:
- strukturne reforme, naglasak je na poticanju rasta i zapošljavanja u skladu s strategijom Europa 2020.,
- fiskalna politika, tj. održivost javnih financija, sukladno Paktom o stabilnosti i rastu, te
- sprječavanje prekomjernih makroekonomskih neravnoteža.
Svake godine, Europska komisija (EK) detaljno analizira programe ekonomske i strukturne reforme država članica Europske unije i izdaje im preporuke za sljedećih 12 do 18 mjeseci. Tijekom toga vremena države članice moraju uskladiti proračunske i ekonomske politike s ciljevima i pravilima dogovorenima na razini Europske unije.
Proces Europskog semestra je utemeljen na godišnjoj objavi četiri ključna dokumenta:
- Godišnji pregled rasta kojeg objavljuje Europska komisija u studenom/prosincu, dokument kojim počinje Europski semestar i koji postavlja temelje za izgradnju zajedničkih prioriteta za aktivnosti na nacionalnim razinama i razini Europske unije,
- Izvješće za zemlju (Country Report) kojeg također objavljuje Europska komisija, a sadrži dubinsku analizu stanja gospodarstva države članice,
- Nacionalni program reformi kojeg izrađuje zemlja članica u travnju, dokument koji detaljno prikazuje kako postići ciljeve strategije Europa 2020, koje nacionalne politike će se primijeniti, kako su uzete u obzir upute EU-a iz prethodnih Preporuka za zemlje članice Izvješća za zemlju, te
- Preporuke za svaku državu članicu koje Vijeće EU formalno usvaja u srpnju, sadrže skup aktivnosti za koje treba poduzeti svaka zemlja sukladno svojim ekonomskim i socijalnim učincima tijekom prethodne godine i sukladno Godišnjem pregledu rasta. Preporuke za svaku državu članicu su bazirane na izvješću po državama članicama koje se objavljuje u siječnju/veljači, koji ocjenjuje implementaciju prošlogodišnjih Spcifičnih preporuka za zemlje članice (engl. Country Specific Recommendations, CSR) i strateških prioriteta.
CIKLUS EUROPSKOG SEMESTRA
Ciklus Europskog semestra počinje u mjesecu studenom objavom
Godišnjeg pregleda rasta (engl. Annual Growth Survey, AGS), strateškog dokumenta Europske komisije u kojem se ocjenjuje ekonomska situacija i definiraju ključni prioriteti i izazovi ekonomske politike EU-a za sljedeću godinu. Paralelno se objavljuje
Izvješće o mehanizmu upozoravanja (engl. Alert Mechanism Report, AMR) koje prikazuje vrijednosti odabranih makroekonomskih pokazatelja za države članice, a kojim u slučaju makroekonomskih neravnoteža u nekoj od zemalja članica, započinje
Procedura u slučaju makroekonomskih neravnoteža (engl. Macroeconomic Imbalance Procedure, MIP).
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)
Tijekom veljače, Europska komisija u sklopu
Izvješća za zamlju članicu (engl. Country Report, CR) objavljuje procjenu o napretku u provedbi
Specifičnih preporuka za zemlje članice (eng. Country Specific Recommendations, CSR) koji sadrži ocjenu napretka iz prošlogodišnjeg ciklusa Europskog semestra i donosi smjernice za izradu nacionalnih programa zemalja članica. Europska komisija objavljuje i rezultate dubinske analize (engl. In depth Review, IDR) za države članice za koje je
Izvješćem o mehanizmu usporavanja (AMR) utvrđeno da je potrebno provesti dubinsku analizu.
U travnju države članice dostavljaju
Nacionalne programe reformi (engl. National Reform Programme) koji su vezani za ekonomske politike i, ovisno o tome jesu li članica eurozone ili ne,
Programe stabilnosti (engl. Stability Programme) za članice eurozone ili
Programe konvergencije (engl. Convergence Programme) za zemlje koje nisu članice eurozone. Programi stabilnosti i programi konvergencija su vezani za proračunske politike.
Europska komisija tijekom svibnja, na temelju svoje procjene ekonomskih situacija i programa u zemljema članicama, objavljuje nacrte
Specifičnih preporuka za zemlje članice, kojima daje preporuke za ekonomsku i proračunsku politiku. Tekst preporuka je podložan izmjenama tijekom multilateralnih rasprava na relevantnim odborima.
Specifične preporuke u lipnju raspravlja i potvrđuje Europsko vijeće čime je formalno završen ciklus Europskog semestra. Od zemalja članica očekuje se da Specifične preporuke uključe u svoje proračunske planove i planove politika za sljedeću godinu te ih provedu tijekom narednih 12 do 18 mjeseci, što se očituje već u jesenskom predstavljanju nacrta nacionalnih proračunskih planova.