ATSISIŲSTI: http://files.lrinka.lt/Faktai_ir_analize/FA_Flexicurity.pdf
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)
LLRI: ES šalių narių patirtis rodo, lankstus darbo santykių reguliavimas didina užimtumą
SANTRAUKA
Vis sparčiau augantis nedarbas, pasikeitęs darbo pobūdis paskatino Europos Sąjungos nares ieškoti sprendimo, kaip būtų galima pagerinti darbo rinkos situaciją. Pasirinktas skandinaviškas flexicurity modelis, kuriuo siekiama kolektyvinių derybų keliu suderinti darbo rinkos saugumą ir lankstumą. Europos Komisija pažymi, kad flexicurity principai nėra fiksuotas ir aiškiai apibrėžtas modelis, tai veikiau lankstūs principai, kuriuos valstybės narės gali laisvai pritaikyti savo nacionalinėje teisėje, siekdamos pagrindinio tikslo – didinti gyventojų užimtumą.
Europos šalių pavyzdžiai rodo, jog praktikoje didelis darbo rinkos saugumas didina nedarbą, o esant lanksčiam darbo santykių reguliavimui pastebimas užimtumo augimas. EK skatina valstybes organizuoti darbuotojų mokymus ir rengti perkvalifikavimo programas, tačiau ES šalių narių patirtis rodo, kad valstybių organizuojami mokymai yra brangūs ir neefektyvus, taip pat jie neskatina žmonių užimtumo.
Nors Europos Komisija rekomenduoja įgyvendinti flexicurity principus kolektyvinių derybų keliu, tačiau pabrėžia, jog atsakomybė už darbo santykių reguliavimą šalyse tenka Europos Sąjungos šalių narių vyriausybėms. Lietuva, siekdama pritaikyti flexicurity principus, skatinama atsižvelgti į gerąsias ES šalių narių patirtis.
„Darbo įstatymų modernizavimas, kaip rodo estų patirtis, milijardų nekainuoja, bet efektyviai didina gyventojų užimtumą. Tačiau atrodo, kol kas Lietuvoje linkstama vadovautis ne itin vaisinga prancūzų patirtimi, t.y. polinkiu paišlaidauti perkvalifikavimo kursams. Štai Lietuvoje – po darbo biržos organizuotų mokymų įsidarbinti pavyko tik vienam iš trijų asmenų, tad po perkvalifikavimo kursų sėkmingai dirbti pradėjęs žmogus mokesčių mokėtojams jau būna kainavęs 129 tūkst. litų.“, teigia LLRI jaunesnioji ekspertė, analizės autorė Austėja Kazlauskytė.
Išvados:
- Lietuva, norėdama didinti užimtumą, turėtų vadovautis sėkmingu Estijos pavyzdžiu bei didinti darbo santykių lankstumą. Elgiantis priešingai – didinant darbo santykių saugumą keliant socialinių išmokų dydžius, yra branginama darbo vietos kaina ir taip sumažinamos galimybės įsidarbinti.
- Danijos patirtis rodo, jog didelės ir ilgalaikės socialinės išmokos nedarbo atveju neskatina užimtumo. Danijos Finansų ministerija akcentuoja, jog 8% mažesnės socialinės išmokos nedarbą mažina 1,2%.
- Siekdama spartesnės jaunimo ir bedarbių integracijos į darbo rinką, Lietuvoje turėtų būti siekiama modernizuoti teisės aktus, šiuo metu itin apsunkinančius jaunimo ir bedarbių asmenų galimybes dirbti.
- Europos Sąjungos šalių narių patirtys rodo, kad valstybių narių organizuojami darbuotojų mokymai, profesinio lavinimo kursai yra brangūs ir neefektyvūs bei neskatina gyventojų užimtumo.