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Odense

D-sag: Status på Strategi for samarbejde med virksomheder

15.00.00-P22-3-19 -

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First-agenda Sagsfremstilling

Sagsresumé

I denne sag får udvalget en status på "Strategi for samarbejde med virksomheder", som udvalget vedtog den 20. august 2019.

Et godt samarbejde med virksomhederne er en forudsætning for, at Beskæftigelses- og Socialforvaltningen kan lykkes med sin kerneopgave med at få ledige i job. Udvalget får denne status for at kunne følge udviklingen i samarbejdet og forvaltningens indsats på området.

Strategien omhandler samarbejdet mellem Odense Kommune og det lokale erhvervsliv. Strategien sætter særligt fokus på to retninger i samarbejdet: 

  1. Samarbejde om rekruttering, hvor Odense Kommune skal hjælpe virksomheder med at finde den arbejdskraft, de har brug for.
  2. Samarbejde om at få alle kompetencer i spil.

Formålet med strategien er, at styrke virksomhedernes mulighed for at finde den rette arbejdskraft, motivere virksomhederne til at samarbejde om beskæftigelsesindsatsen og fremme et mere rummeligt arbejdsmarked, som alle får mulighed for at blive en del af.

Beskæftigelses- og Socialforvaltningens organisering af samarbejdet med virksomheder

Beskæftigelses- og Socialforvaltningens samarbejde med virksomhederne sker hovedsageligt gennem virksomhedskonsulenter, som sikrer kontakten til alle relevante virksomheder i Odense Kommune. De er fordelt i fem brancher, herunder: 

  1. Byg
  2. Service & detail
  3. Sundhed og offentlig
  4. Industri, lager og transport
  5. Akademikerteam

Hver virksomhedskonsulent har en portefølje med 30-160 virksomheder, som de har ansvar for. 

Virksomhederne er opdelt i tre kategorier, afhængigt af hvor ofte forvaltningen som minimum skal kontakte eller besøge dem:

  • Bruttovirksomheder (uden relevans for beskæftigelsesindsatsen og derfor ingen kontakt)
  • Kontaktvirksomheder (begrænset relation og derfor minimum to henvendelser eller besøg om året)
  • Samarbejdsvirksomheder (tæt relation og derfor minimum fire henvendelser eller besøg om året)

Alle kontaktvirksomheder og samarbejdsvirksomheder er registreret i forvaltningens Virksomhedsbank, som på nuværende tidspunkt indeholder 3.914 virksomheder.

Samarbejde om rekruttering af arbejdskraft

Forvaltningen ønsker at være en naturlig samarbejdspartner, når virksomheder skal rekruttere arbejdskraft. Derfor er det ambitionen, at virksomheder placerer en jobordre i jobcentret, når de mangler arbejdskraft. En jobordre kan omfatte flere stillinger.

I 2025 har der været i alt 1.847 jobordrer med i alt 2.119 stillinger. Det er lidt flere end i 2024, hvor der var 1.692 jobordrer med 1.960 stillinger.

Tabel 1: Antal jobordrer i Odense og hele landet fra 2023 til 2025
Jobordrer202320242025
Odense1.7821.6921.847
Hele landet39.16935.99634.715

 

Tabel 2: Antal stillinger i jobordrer i Odense og hele landet fra 2023 til 2025
Stillinger i jobordrer202320242025
Odense2.1441.9602.119
Hele landet49.63844.60543.418

Formidlingsgraden viser, hvor stor en del af stillingerne i jobordrer der bliver formidlet ledige til. Ansættelsesgraden viser, hvor stor en del af stillingerne i jobordrer der bliver besat af de formidlede ledige.

I 2025 havde Odense en formidlingsgrad på 90%, og en ansættelsesgrad på 68%. Både formidlingsgraden og ansættelsesgraden er højere end landsgennemsnittet i 2025, og begge er steget siden 2023, jævnfør figur 1.

Figur 1: Udviklingen i formidlings- og ansættelsesgrad i Odense og hele landet fra 2023 til 2025.

Figur 2: Udviklingen i formidlingsgrad og ansættelsesgrad i Odense og hele landet fra 2023 til 2025

Samarbejde om at få alle kompetencer i spil - et mere rummeligt arbejdsmarked

Et af formålene med strategien er, at motivere virksomhederne til at samarbejde med forvaltningen om beskæftigelsesindsatsen.

Det sker mest ved, at virksomhederne tilbyder praktikpladser eller job med løntilskud. Derudover kan virksomheder tilbyde ordinære lønnede timer til borgere på offentlig forsørgelse.

Tabel 3 herunder viser antallet af borgere, der har været ansat i virksomhedspraktik, løntilskud eller haft ordinære timer fra 2023 til 2025.

Der har været en stigning i både antallet af virksomhedspraktikker og borgere med ordinære timer fra 2023 til 2025. Antallet af borgere i jobs med løntilskud er faldet.

Tabel 3: Antal borgere med virksomhedspraktik, løntilskud eller ordinære timer fra 2023 til 2025
 202320242025
Virksomhedspraktik i alt4.6135.2165.807
Løntilskud i alt202190181
Borgere med ordinære timer1.9191.9662.053

Note: Samme borger kan have fået flere af indsatserne (fx både virksomhedspraktik og løntilskud).

Figur 2 herunder viser udviklingen i andelen af borgere ansat i virksomhedspraktik eller løntilskud i Odense og hele landet fra 2023 til 2025. Figuren viser, at Odense for det meste har ligget tæt på eller over landsgennemsnittet siden marts 2025. I marts 2026 var 9,5% af de offentligt forsørgede borgere i Odense i virksomhedspraktik eller løntilskud, sammenlignet med 9,2% i hele landet.

Figur 2: Andelen af borgere i virksomhedspraktik eller løntilskud i Odense og hele landet fra 2023 til 2025.

Figur 3: Andel borgere i virksomhedspraktik eller løntilskud i Odense og hele landet fra 2023-2025

Brugen af ordinære timer er blevet et centralt redskab i beskæftigelsesindsatsen. Andelen af borgere med ordinære timer i Odense er steget siden sommeren 2025, og Odense har ligget over landsgennemsnittet siden august 2025. I marts 2026 havde 9,4% af borgerne på kontanthjælp, ressourceforløb og i jobafklaring ordinære timer i Odense, sammenlignet med 8,2% i hele landet.

Figur 3: Andelen af borgere på kontanthjælp, ressourceforløb eller i jobafklaring med ordinære timer i Odense og hele landet, fra 2023 til 2025.

Figur 4: Andel af borgere med ordinære timer i Odense og hele landet fra 2023-2025

Virksomhedernes tilfredshed med samarbejdet

Som led i beskæftigelsesreformen indfører Styrelsen for Arbejdsmarked og Rekruttering (STAR) en ny resultatbaseret opfølgning på kommunernes beskæftigelsesindsats den 1. januar 2027. Det betyder, at styrelsen bl.a. vil følge virksomhedernes tilfredshed med kommunernes beskæftigelsesindsats.

Beskæftigelses- og Socialforvaltningen måler allerede løbende virksomhedernes tilfredshed med samarbejdet med forvaltningen gennem Kommunernes Landsforenings (KL's) tilfredshedsmåling af kommunernes virksomhedsservice.

Tilfredshedsmålingen for Odense Kommune i 2025 viser, at virksomhederne generelt er tilfredse med samarbejdet med forvaltningen. Overordnet set er 86 % af virksomhederne enten tilfredse eller meget tilfredse med forvaltningens service. Virksomhedernes tilfredshed med samarbejdet er generelt på niveau med de øvrige kommuner i målingen for 2025.

Perspektiver for styrkelse af samarbejde med virksomhederne

Forvaltningen ønsker at styrke kvaliteten af samarbejdet med virksomhederne, ved at fremme digitaliseringen af området gennem brugen af kunstig intelligens.

Kunstig intelligens kan være med til at styrke kvaliteten af formidlingen af kandidater til virksomhederne, ved at hjælpe med at matche de rette kandidater til de rette stillinger. Derudover kan kunstig intelligens bruges til at målrette forvaltningens samarbejde med de rette virksomheder, ved at hjælpe med at identificere hvilke virksomheder, der er relevante at kontakte.

Indstilling

Sagen fremsendes til orientering.

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      • Html "<div><div id='sagsfremstillingContainer'> <h3>Sagsresumé</h3> <span class='ukendt'><p>I denne sag får udvalget en status på "Strategi for samarbejde med virksomheder", som udvalget vedtog den 20. august 2019.</p><p>Et godt samarbejde med virksomhederne er en forudsætning for, at Beskæftigelses- og Socialforvaltningen kan lykkes med sin kerneopgave med at få ledige i job. Udvalget får denne status for at kunne følge udviklingen i samarbejdet og forvaltningens indsats på området.</p><p>Strategien omhandler samarbejdet mellem Odense Kommune og det lokale erhvervsliv. Strategien sætter særligt fokus på to retninger i samarbejdet: </p><ol><li>Samarbejde om rekruttering, hvor Odense Kommune skal hjælpe virksomheder med at finde den arbejdskraft, de har brug for.</li><li>Samarbejde om at få alle kompetencer i spil.</li></ol><p>Formålet med strategien er, at styrke virksomhedernes mulighed for at finde den rette arbejdskraft, motivere virksomhederne til at samarbejde om beskæftigelsesindsatsen og fremme et mere rummeligt arbejdsmarked, som alle får mulighed for at blive en del af.</p><h5>Beskæftigelses- og Socialforvaltningens organisering af samarbejdet med virksomheder</h5><p>Beskæftigelses- og Socialforvaltningens samarbejde med virksomhederne sker hovedsageligt gennem virksomhedskonsulenter, som sikrer kontakten til alle relevante virksomheder i Odense Kommune. De er fordelt i fem brancher, herunder: </p><ol start="1" type="1"><li>Byg</li><li>Service & detail</li><li>Sundhed og offentlig</li><li>Industri, lager og transport</li><li>Akademikerteam</li></ol><p>Hver virksomhedskonsulent har en portefølje med 30-160 virksomheder, som de har ansvar for. </p><p>Virksomhederne er opdelt i tre kategorier, afhængigt af hvor ofte forvaltningen som minimum skal kontakte eller besøge dem:</p><ul><li>Bruttovirksomheder (uden relevans for beskæftigelsesindsatsen og derfor ingen kontakt)</li><li>Kontaktvirksomheder (begrænset relation og derfor minimum to henvendelser eller besøg om året)</li><li>Samarbejdsvirksomheder (tæt relation og derfor minimum fire henvendelser eller besøg om året)</li></ul><p>Alle kontaktvirksomheder og samarbejdsvirksomheder er registreret i forvaltningens Virksomhedsbank, som på nuværende tidspunkt indeholder 3.914 virksomheder.</p><h5>Samarbejde om rekruttering af arbejdskraft</h5><p>Forvaltningen ønsker at være en naturlig samarbejdspartner, når virksomheder skal rekruttere arbejdskraft. Derfor er det ambitionen, at virksomheder placerer en jobordre i jobcentret, når de mangler arbejdskraft. En jobordre kan omfatte flere stillinger.</p><p>I 2025 har der været i alt 1.847 jobordrer med i alt 2.119 stillinger. Det er lidt flere end i 2024, hvor der var 1.692 jobordrer med 1.960 stillinger.</p><table border="1"><caption>Tabel 1: Antal jobordrer i Odense og hele landet fra 2023 til 2025</caption><colgroup><col><col><col><col></colgroup><thead><tr><th scope="col">Jobordrer</th><td>2023</td><td>2024</td><td>2025</td></tr></thead><tbody><tr><th scope="row">Odense</th><td>1.782</td><td>1.692</td><td>1.847</td></tr><tr><th scope="row">Hele landet</th><td>39.169</td><td>35.996</td><td>34.715</td></tr></tbody></table><p> </p><table border="1"><caption>Tabel 2: Antal stillinger i jobordrer i Odense og hele landet fra 2023 til 2025</caption><colgroup><col><col><col><col></colgroup><thead><tr><th scope="row">Stillinger i jobordrer</th><td>2023</td><td>2024</td><td>2025</td></tr></thead><tbody><tr><th scope="row">Odense</th><td>2.144</td><td>1.960</td><td>2.119</td></tr><tr><th scope="row">Hele landet</th><td>49.638</td><td>44.605</td><td>43.418</td></tr></tbody></table><p>Formidlingsgraden viser, hvor stor en del af stillingerne i jobordrer der bliver formidlet ledige til. Ansættelsesgraden viser, hvor stor en del af stillingerne i jobordrer der bliver besat af de formidlede ledige.</p><p>I 2025 havde Odense en formidlingsgrad på 90%, og en ansættelsesgrad på 68%. Både formidlingsgraden og ansættelsesgraden er højere end landsgennemsnittet i 2025, og begge er steget siden 2023, jævnfør figur 1.</p><p>Figur 1: Udviklingen i formidlings- og ansættelsesgrad i Odense og hele landet fra 2023 til 2025.</p><p><img 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" alt="Figur 2: Udviklingen i formidlingsgrad og ansættelsesgrad i Odense og hele landet fra 2023 til 2025" width="650" height="390"></p><h5>Samarbejde om at få alle kompetencer i spil - et mere rummeligt arbejdsmarked</h5><p>Et af formålene med strategien er, at motivere virksomhederne til at samarbejde med forvaltningen om beskæftigelsesindsatsen.</p><p>Det sker mest ved, at virksomhederne tilbyder praktikpladser eller job med løntilskud. Derudover kan virksomheder tilbyde ordinære lønnede timer til borgere på offentlig forsørgelse.</p><p>Tabel 3 herunder viser antallet af borgere, der har været ansat i virksomhedspraktik, løntilskud eller haft ordinære timer fra 2023 til 2025.</p><p>Der har været en stigning i både antallet af virksomhedspraktikker og borgere med ordinære timer fra 2023 til 2025. Antallet af borgere i jobs med løntilskud er faldet.</p><table border="1"><caption>Tabel 3: Antal borgere med virksomhedspraktik, løntilskud eller ordinære timer fra 2023 til 2025</caption><colgroup><col><col><col><col></colgroup><thead><tr><th scope="row"> </th><td>2023</td><td>2024</td><td>2025</td></tr></thead><tbody><tr><th scope="row">Virksomhedspraktik i alt</th><td>4.613</td><td>5.216</td><td>5.807</td></tr><tr><th scope="row">Løntilskud i alt</th><td>202</td><td>190</td><td>181</td></tr><tr><th scope="row">Borgere med ordinære timer</th><td>1.919</td><td>1.966</td><td>2.053</td></tr></tbody></table><p>Note: Samme borger kan have fået flere af indsatserne (fx både virksomhedspraktik og løntilskud).</p><p>Figur 2 herunder viser udviklingen i andelen af borgere ansat i virksomhedspraktik eller løntilskud i Odense og hele landet fra 2023 til 2025. Figuren viser, at Odense for det meste har ligget tæt på eller over landsgennemsnittet siden marts 2025. I marts 2026 var 9,5% af de offentligt forsørgede borgere i Odense i virksomhedspraktik eller løntilskud, sammenlignet med 9,2% i hele landet.</p><p>Figur 2: Andelen af borgere i virksomhedspraktik eller løntilskud i Odense og hele landet fra 2023 til 2025.</p><p><img 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alt="Figur 3: Andel borgere i virksomhedspraktik eller løntilskud i Odense og hele landet fra 2023-2025" width="650" height="390"></p><p>Brugen af ordinære timer er blevet et centralt redskab i beskæftigelsesindsatsen. Andelen af borgere med ordinære timer i Odense er steget siden sommeren 2025, og Odense har ligget over landsgennemsnittet siden august 2025. I marts 2026 havde 9,4% af borgerne på kontanthjælp, ressourceforløb og i jobafklaring ordinære timer i Odense, sammenlignet med 8,2% i hele landet.</p><p>Figur 3: Andelen af borgere på kontanthjælp, ressourceforløb eller i jobafklaring med ordinære timer i Odense og hele landet, fra 2023 til 2025.</p><p><img 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alt="Figur 4: Andel af borgere med ordinære timer i Odense og hele landet fra 2023-2025" width="650" height="390"></p><h5>Virksomhedernes tilfredshed med samarbejdet</h5><p>Som led i beskæftigelsesreformen indfører Styrelsen for Arbejdsmarked og Rekruttering (STAR) en ny resultatbaseret opfølgning på kommunernes beskæftigelsesindsats den 1. januar 2027. Det betyder, at styrelsen bl.a. vil følge virksomhedernes tilfredshed med kommunernes beskæftigelsesindsats.</p><p>Beskæftigelses- og Socialforvaltningen måler allerede løbende virksomhedernes tilfredshed med samarbejdet med forvaltningen gennem Kommunernes Landsforenings (KL's) tilfredshedsmåling af kommunernes virksomhedsservice.</p><p>Tilfredshedsmålingen for Odense Kommune i 2025 viser, at virksomhederne generelt er tilfredse med samarbejdet med forvaltningen. Overordnet set er 86 % af virksomhederne enten tilfredse eller meget tilfredse med forvaltningens service. Virksomhedernes tilfredshed med samarbejdet er generelt på niveau med de øvrige kommuner i målingen for 2025.</p><h5>Perspektiver for styrkelse af samarbejde med virksomhederne</h5><p>Forvaltningen ønsker at styrke kvaliteten af samarbejdet med virksomhederne, ved at fremme digitaliseringen af området gennem brugen af kunstig intelligens.</p><p>Kunstig intelligens kan være med til at styrke kvaliteten af formidlingen af kandidater til virksomhederne, ved at hjælpe med at matche de rette kandidater til de rette stillinger. Derudover kan kunstig intelligens bruges til at målrette forvaltningens samarbejde med de rette virksomheder, ved at hjælpe med at identificere hvilke virksomheder, der er relevante at kontakte.</p></span> <div><h3>Indstilling</h3> <span class='indstilling'><p>Sagen fremsendes til orientering.</p></span> </div> </div></div>"
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