Drøftelse af etablering af særligt, rådgivende udvalg til udvikling af fremtidens beskæftigelsesindsats i Frederiksberg Kommune
Prompt resultater
Opsummering v1
Spørgsmål
Skal der etableres et særligt, rådgivende udvalg til udvikling af fremtidens beskæftigelsesindsats i Frederiksberg Kommune?
Opsummering
Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget har bedt forvaltningen om at udarbejde et beslutningsgrundlag om etablering af et § 17, stk. 4-udvalg med opstart i den nye valgperiode. Dette særlige udvalg skal have til formål at uddrage læring af den hidtidige praksis i kommunens beskæftigelsesindsats og udarbejde anbefalinger om udvikling og tilrettelæggelse af beskæftigelsesindsatsen til Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget. Anbefalingerne kan evt. også danne grundlag for en revision af Frederiksberg Kommunes beskæftigelsespolitik.
Fordele
- Styrk beskæftigelsesindsatsen
- Fokus på beskæftigelsesområder
- Kvalificering af beskæftigelsesindsatsen
Ulemper
- Tids- og ressourcekrævende
- Kompleksitet
- Mulighed for politisk kontrovers
Emneord
- Økonomi
- Erhverv
- Byudvikling
Bilag
First-agenda Sagsfremstilling
Resume
Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget har bedt forvaltningen om at udarbejde et beslutningsgrundlag om etablering af et § 17, stk. 4-udvalg med opstart i den nye valgperiode. Forvaltningen foreslår, at 17.4-udvalgets arbejde tager udgangspunkt i de fire fokusområder i kommunens beskæftigelsespolitik, nemlig borgerperspektiv, digitalisering, effekt igennem job i fokus og virksomhedssamarbejde. Disse fokusområder rummer centrale dilemmaer og udviklingspotentialer i forbindelse med reformen, som et 17.4-udvalg kan bidrage til at belyse og kvalificere. Udvalget bedes drøfte den foreslåede retning og give input til det videre arbejde. Efter udvalgets drøftelse fremlægger forvaltningen forslag til et kommissorium for et 17.4-udvalg med henblik på oversendelse til beslutning i kommunalbestyrelsen.
Beslutning
Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget
- Drøftede etableringen af et § 17, stk. 4-udvalg og de temaer, som et sådant særligt udvalg skal udarbejde anbefalinger om, og kom med følgende ønsker:
- Udvalget skal komme med anbefalinger til, hvordan man kan arbejde mere helhedsorienteret og skabe sammenhæng i borgernes indsats på tværs af forvaltningsområderne med henblik på, at anbefalingerne kan indgå i beslutninger om den konkret organisering af indsatsen.
Indstilling
Forvaltningen indstiller, at Arbejdsmarkeds-, Vækst og Uddannelsesudvalget
- drøfter etablering af et § 17, stk. 4-udvalg og de temaer, som et sådant særligt udvalg skal udarbejde anbefalinger om.
Sagsfremstilling
Anledning
Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget har bedt forvaltningen om at udarbejde et beslutningsgrundlag om etablering af et § 17, stk. 4-udvalg i den nye valgperiode. Dette særlige udvalg skal have til formål at uddrage læring af den hidtidige praksis i kommunens beskæftigelsesindsats og udarbejde anbefalinger om udvikling og tilrettelæggelse af beskæftigelsesindsatsen til Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget. Anbefalingerne kan evt. også danne grundlag for en revision af Frederiksberg Kommunes beskæftigelsespolitik.
Et ‘17.4-udvalg' er et særligt, midlertidigt udvalg, der udspringer af styrelseslovens § 17, stk. 4. Det særlige udvalg oprettes til at rådgive kommunalbestyrelsen og Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget og kan ikke træffe beslutninger. Medlemmerne behøver ikke være kommunalbestyrelsesmedlemmer, men kan være borgere, fagpersoner, virksomhedsledere eller repræsentanter fra civilsamfundet.
Tidsplan for etablering af 17.4-udvalg
Forvaltningen foreslår tidsplan for etableringen af det særlige udvalg, jf. figur 1.
Figur 1: Tidsplan for etablering af 17,4-udvalg
Efter drøftelse af hvilke opgaver og temaer, som det særlige udvalg skal arbejde med, vil forvaltningen fremlægge forslag til kommissorium for 17.4-udvalget. Herefter videresender Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget sagen til beslutning i kommunalbestyrelsen.
Forslag til temaer for et 17.4-udvalg om beskæftigelsesreformen
Forvaltningen har skitseret et bud på, hvilke temaer, som 17.4-udvalget med fordel kan tage udgangspunkt i, jf. figur 2:
Forvaltningen foreslår således, at 17.4-udvalgets arbejde tager udgangspunkt i kommunens beskæftigelsespolitik, som er styrende for arbejdet på beskæftigelsesområdet. Beskæftigelsespolitikken er gældende indtil udgangen af 2026 og har følgende fire fokusområder:
- Borgerperspektiv
- Digitalisering
- Effekt igennem job i fokus
- Virksomhedssamarbejdet
Borgerperspektiv
Forvaltningen arbejder indgående med at udvikle indsatsen for kommunens borgere, således at flest muligt oplever et tilfredsstillende møde med jobcenteret. Dette sker bl.a. ved at forvaltningen løbende sætter borgerdialog i fokus. Den nye beskæftigelsesreform sætter særskilt fokus på værdighed i beskæftigelsesindsatsen, herunder at den enkelte borger oplever at blive mødt på egne præmisser.
Forvaltningen anbefaler, at 17.4-udvalget fx udarbejder anbefalinger knyttet til følgende spørgsmål:
- Hvordan definerer vi ‘værdighed’ og ‘værdig sagsbehandling’?
Og hvordan skal det komme til udtryk i praksis? - Hvordan sikrer vi, at beskæftigelsesindsatsen gør en positiv forskel for borgerne ift. at skabe motivation og se nye muligheder for fodfæste på arbejdsmarkedet?
- Hvordan sikrer vi, at vi løbende lærer af hidtidig praksis i borgerbetjeningen?
- Hvordan fastholdes beskæftigelsesfaglig kvalitet i afgørelser og indsatser i et paradigme, hvor borgerne selv definerer behov med afsæt i ønsker og ressourcer?
Digitalisering
Digitalisering og kunstig intelligens har potentiale til at frigøre ressourcer i beskæftigelsesindsatsen. Frederiksberg Kommune arbejder allerede aktivt med fokusområdet. Dette kommer bl.a. til udtryk ved lanceringen af Frederiksberg Digitale Jobcenter.
Med beskæftigelsesreformen forventes det bl.a., at kommunerne får hjemmel til at bruge kunstig intelligens i dele af den borgerrettede indsats.
Forvaltningen anbefaler, at 17.4-udvalget fx udarbejder anbefalinger knyttet til følgende spørgsmål:
- Hvordan imødekommer vi bedst borgernes og virksomhedernes stigende efterspørgsel efter smarte, digitale løsninger i beskæftigelsesindsatsen?
- Hvordan sikrer vi, at digitaliseringens potentialer til at frigøre ressourcer realiseres i tæt samspil med den gode betjening af borgere og virksomheder?
- Hvordan sikrer vi, at digitalisering bedst muligt sætter borgerdialog i fokus?
- Opmærksomhedspunkter i relation til anvendelsen af kunstig intelligens i sagsbehandling og tilbud, med afsæt i lovgivningens rammer.
Effekt igennem job i fokus
Forvaltningen arbejder løbende med at sikre en effektfuld beskæftigelsesindsats til gavn for kommunens borgere og virksomheder. Dette ses bl.a. ved, at effekterne af indsatsen ligger højere på Frederiksberg, end det kan forventes ud fra kommunens rammevilkår. Frederiksberg Kommunes beskæftigelsesindsats er med andre ord gode til at bringe borgere i beskæftigelse og hjælpe virksomheder med at rekruttere.
Med reformen sættes yderligere fokus på kommunernes effekter af indsatsen. Dertil kommer, at kommunerne skal spare betydeligt på beskæftigelsesindsatsen.
Forvaltningen anbefaler, at 17.4-udvalget fx udarbejder anbefalinger knyttet til følgende spørgsmål:
- Hvordan sikres fortsat høje effekter af beskæftigelsesindsatsen samtidig med, at der skal spares på indsatser og sagsbehandlere?
- Hvordan kobles arbejdet med beskæftigelseseffekt til virksomhedsindsatsen, borgerperspektivet og digitaliseringsdagsordenen?
Virksomhedssamarbejdet
Frederiksberg Kommune har et velfungerende virksomhedssamarbejde. Dette kommer til udtryk ved, at kommunen ligger rigtig godt i DI’s seneste erhvervsklimamåling samt løbende tilfredshedsmålinger omhandlende virksomhedernes oplevelse af det konkrete samarbejde med kommunen på beskæftigelsesområdet.
Med beskæftigelsesreformen sættes bl.a. fokus på, at kommunen skal have én indgang for virksomheder til beskæftigelsesindsatsen. Derudover vil der også blive fulgt systematisk op på virksomhedernes tilfredshed med kommunernes indsats.
Forvaltningen anbefaler, at 17.4-udvalget fx udarbejder anbefalinger knyttet til følgende spørgsmål:
- Hvordan udvikler vi vores indgang for virksomhederne til beskæftigelsesindsatsen?
- Hvordan sikres flest mulige gode match mellem borger og virksomhed?
- Hvad definerer virksomhedssamarbejder i perioder med høj- henholdsvis lavkonjunkturer
- Hvordan sikres høj tilfredshed blandt virksomhederne med kommunens indsats?
Anbefaling
Forvaltningen anbefaler, at Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget drøfter forvaltningens forslag om, at et 17.4-udvalgs arbejde tager udgangspunkt i de fire fokusområder i kommunens beskæftigelsespolitik, som er styrende for arbejdet på beskæftigelsesområdet.
Efter udvalgets drøftelse fremlægger forvaltningen forslag til et kommissorium for et 17.4-udvalg på næste udvalgsmøde med henblik på oversendelse til beslutning i kommunalbestyrelsen.
Økonomi
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Borgmesterpåtegning
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Behandling
Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget
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- Html "<div><div id='sagsfremstillingContainer'> <div><h3>Resume</h3> <span class='resume'><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget har bedt forvaltningen om at udarbejde et beslutningsgrundlag om etablering af et § 17, stk. 4-udvalg med opstart i den nye valgperiode. Forvaltningen foreslår, at 17.4-udvalgets arbejde tager udgangspunkt i de fire fokusområder i kommunens beskæftigelsespolitik, nemlig borgerperspektiv, digitalisering, effekt igennem job i fokus og virksomhedssamarbejde. Disse fokusområder rummer centrale dilemmaer og udviklingspotentialer i forbindelse med reformen, som et 17.4-udvalg kan bidrage til at belyse og kvalificere. Udvalget bedes drøfte den foreslåede retning og give input til det videre arbejde. Efter udvalgets drøftelse fremlægger forvaltningen forslag til et kommissorium for et 17.4-udvalg med henblik på oversendelse til beslutning i kommunalbestyrelsen.</span></p></span> <h3>Beslutning</h3> <span><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget </span></p><ul><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Drøftede etableringen af et § 17, stk. 4-udvalg og de temaer, som et sådant særligt udvalg skal udarbejde anbefalinger om, og kom med følgende ønsker: </span><ul><li style="margin:0pt 0pt 0pt 22pt;color:#000000;font-family:'Courier New';font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Udvalget skal komme med anbefalinger til, hvordan man kan arbejde mere helhedsorienteret og skabe sammenhæng i borgernes indsats på tværs af forvaltningsområderne med henblik på, at anbefalingerne kan indgå i beslutninger om den konkret organisering af indsatsen. </span></li></ul></li></ul><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p></span> <h3>Indstilling</h3> <span class='indstilling'><p style="margin:0pt 0pt 0pt 36pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Forvaltningen indstiller, at Arbejdsmarkeds-, Vækst og Uddannelsesudvalget </span></p><ul><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">drøfter etablering af et § 17, stk. 4-udvalg og de temaer, som et sådant særligt udvalg skal udarbejde anbefalinger om. </span></li></ul></span> </div> <h3>Sagsfremstilling</h3> <span><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;text-decoration: underline;">Anledning</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget har bedt forvaltningen om at udarbejde et beslutningsgrundlag om etablering af et § 17, stk. 4-udvalg i den nye valgperiode. Dette særlige udvalg skal have til formål at uddrage læring af den hidtidige praksis i kommunens beskæftigelsesindsats og udarbejde anbefalinger om udvikling og tilrettelæggelse af beskæftigelsesindsatsen til Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget. Anbefalingerne kan evt. også danne grundlag for en revision af Frederiksberg Kommunes beskæftigelsespolitik.</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Et ‘17.4-udvalg' er et særligt, midlertidigt udvalg, der udspringer af styrelseslovens § 17, stk. 4. Det særlige udvalg oprettes til at rådgive kommunalbestyrelsen og Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget og kan ikke træffe beslutninger. Medlemmerne behøver ikke være kommunalbestyrelsesmedlemmer, men kan være borgere, fagpersoner, virksomhedsledere eller repræsentanter fra civilsamfundet.</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:italic;">Tidsplan for etablering af 17.4-udvalg</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Forvaltningen foreslår tidsplan for etableringen af det særlige udvalg, jf. figur 1.</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Figur 1: Tidsplan for etablering af 17,4-udvalg</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span><img src="data:image/png;base64,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" width="586" height="127" alt=""></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Efter drøftelse af hvilke opgaver og temaer, som det særlige udvalg skal arbejde med, vil forvaltningen fremlægge forslag til kommissorium for 17.4-udvalget. Herefter videresender Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget sagen til beslutning i kommunalbestyrelsen.</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:italic;">Forslag til temaer for et 17.4-udvalg om beskæftigelsesreformen</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Forvaltningen har skitseret et bud på, hvilke temaer, som 17.4-udvalget med fordel kan tage udgangspunkt i, jf. figur 2:</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span><img 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" width="666" height="333" alt=""></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Forvaltningen foreslår således, at 17.4-udvalgets arbejde tager udgangspunkt i kommunens beskæftigelsespolitik, som er styrende for arbejdet på beskæftigelsesområdet. Beskæftigelsespolitikken er gældende indtil udgangen af 2026 og har følgende fire fokusområder: </span></p><ul><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Borgerperspektiv</span></li><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Digitalisering </span></li><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Effekt igennem job i fokus </span></li><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Virksomhedssamarbejdet</span></li></ul><p style="margin:0pt 0pt 0pt 14pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:italic;">Borgerperspektiv </span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Forvaltningen arbejder indgående med at udvikle indsatsen for kommunens borgere, således at flest muligt oplever et tilfredsstillende møde med jobcenteret. Dette sker bl.a. ved at forvaltningen løbende sætter borgerdialog i fokus. Den nye beskæftigelsesreform sætter særskilt fokus på værdighed i beskæftigelsesindsatsen, herunder at den enkelte borger oplever at blive mødt på egne præmisser.</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Forvaltningen anbefaler, at 17.4-udvalget fx udarbejder anbefalinger knyttet til følgende spørgsmål:</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><ul><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Hvordan definerer vi ‘værdighed’ og ‘værdig sagsbehandling’? <br>Og hvordan skal det komme til udtryk i praksis? </span></li><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Hvordan sikrer vi, at beskæftigelsesindsatsen gør en positiv forskel for borgerne ift. at skabe motivation og se nye muligheder for fodfæste på arbejdsmarkedet? </span></li><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Hvordan sikrer vi, at vi løbende lærer af hidtidig praksis i borgerbetjeningen?</span></li><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Hvordan fastholdes beskæftigelsesfaglig kvalitet i afgørelser og indsatser i et paradigme, hvor borgerne selv definerer behov med afsæt i ønsker og ressourcer?</span></li></ul><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:italic;">Digitalisering</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Digitalisering og kunstig intelligens har potentiale til at frigøre ressourcer i beskæftigelsesindsatsen. Frederiksberg Kommune arbejder allerede aktivt med fokusområdet. Dette kommer bl.a. til udtryk ved lanceringen af Frederiksberg Digitale Jobcenter. </span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Med beskæftigelsesreformen forventes det bl.a., at kommunerne får hjemmel til at bruge kunstig intelligens i dele af den borgerrettede indsats.</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Forvaltningen anbefaler, at 17.4-udvalget fx udarbejder anbefalinger knyttet til følgende spørgsmål:</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><ul><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Hvordan imødekommer vi bedst borgernes og virksomhedernes stigende efterspørgsel efter smarte, digitale løsninger i beskæftigelsesindsatsen?</span></li><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Hvordan sikrer vi, at digitaliseringens potentialer til at frigøre ressourcer realiseres i tæt samspil med den gode betjening af borgere og virksomheder?</span></li><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Hvordan sikrer vi, at digitalisering bedst muligt sætter borgerdialog i fokus?</span></li><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Opmærksomhedspunkter i relation til anvendelsen af kunstig intelligens i sagsbehandling og tilbud, med afsæt i lovgivningens rammer.</span></li></ul><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:italic;">Effekt igennem job i fokus </span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Forvaltningen arbejder løbende med at sikre en effektfuld beskæftigelsesindsats til gavn for kommunens borgere og virksomheder. Dette ses bl.a. ved, at effekterne af indsatsen ligger højere på Frederiksberg, end det kan forventes ud fra kommunens rammevilkår. Frederiksberg Kommunes beskæftigelsesindsats er med andre ord gode til at bringe borgere i beskæftigelse og hjælpe virksomheder med at rekruttere. </span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Med reformen sættes yderligere fokus på kommunernes effekter af indsatsen. Dertil kommer, at kommunerne skal spare betydeligt på beskæftigelsesindsatsen. </span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Forvaltningen anbefaler, at 17.4-udvalget fx udarbejder anbefalinger knyttet til følgende spørgsmål:</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><ul><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Hvordan sikres fortsat høje effekter af beskæftigelsesindsatsen samtidig med, at der skal spares på indsatser og sagsbehandlere? </span></li><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Hvordan kobles arbejdet med beskæftigelseseffekt til virksomhedsindsatsen, borgerperspektivet og digitaliseringsdagsordenen?</span></li></ul><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:italic;">Virksomhedssamarbejdet </span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Frederiksberg Kommune har et velfungerende virksomhedssamarbejde. Dette kommer til udtryk ved, at kommunen ligger rigtig godt i DI’s seneste erhvervsklimamåling samt løbende tilfredshedsmålinger omhandlende virksomhedernes oplevelse af det konkrete samarbejde med kommunen på beskæftigelsesområdet.</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Med beskæftigelsesreformen sættes bl.a. fokus på, at kommunen skal have én indgang for virksomheder til beskæftigelsesindsatsen. Derudover vil der også blive fulgt systematisk op på virksomhedernes tilfredshed med kommunernes indsats.</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Forvaltningen anbefaler, at 17.4-udvalget fx udarbejder anbefalinger knyttet til følgende spørgsmål:</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><ul><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Hvordan udvikler vi vores indgang for virksomhederne til beskæftigelsesindsatsen?</span></li><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Hvordan sikres flest mulige gode match mellem borger og virksomhed?</span></li><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Hvad definerer virksomhedssamarbejder i perioder med høj- henholdsvis lavkonjunkturer</span></li><li style="margin:0pt 0pt 0pt 0pt;color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Hvordan sikres høj tilfredshed blandt virksomhederne med kommunens indsats?</span></li></ul><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;text-decoration: underline;">Anbefaling</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Forvaltningen anbefaler, at Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget drøfter forvaltningens forslag om, at et 17.4-udvalgs arbejde tager udgangspunkt i de fire fokusområder i kommunens beskæftigelsespolitik, som er styrende for arbejdet på beskæftigelsesområdet. </span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;"><br></span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Efter udvalgets drøftelse fremlægger forvaltningen forslag til et kommissorium for et 17.4-udvalg på næste udvalgsmøde med henblik på oversendelse til beslutning i kommunalbestyrelsen.</span></p></span> <h3>Økonomi</h3> <span class='oekonomi'><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;text-decoration: underline;">Bevillingsmæssige konsekvenser</span></p><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Sagen har ingen bevillingsmæssige konsekvenser.</span></p></span> <h3>Borgmesterpåtegning</h3> <span class='ukendt'><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Nej </span></p></span> <h3>Behandling</h3> <span class='ukendt'><p style="margin:0pt 0pt 0pt 0pt;"><span style="color:#000000;font-family:Arial;font-size:10pt;font-weight:normal;font-style:normal;">Arbejdsmarkeds-, Vækst- og Uddannelsesudvalget </span></p></span> </div></div>"
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