Monrad
Frederiksberg

Drøftelse af etablering af særligt, rådgivende udvalg til udvikling af fremtidens beskæftigelsesindsats i Frederiksberg Kommune

00.01.00-G01-146-25 -

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

Relevans v1

Relevans

Ja

Opsummering v1

Spørgsmål

Bør et særligt, rådgivende udvalg etableres 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 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.

Fordele

  • Fokus på borgerperspektiv
  • Digitaliseringsstrategier
  • Effektivitet i beskæftigelsesindsatsen
  • Virksomhedssamarbejde

Ulemper

  • Begrænset ressourceallokering
  • Kompleksitet i reformen
  • Mulighed for politisk polarisering
  • Afhængighed af eksterne faktorer

Emneord

  • Økonomi
  • Demokrati
  • Erhverv

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

Bevillingsmæssige konsekvenser

Sagen har ingen bevillingsmæssige konsekvenser.

Borgmesterpåtegning

Nej

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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