Opportunité de financer un projet en Intelligence Artificielle
Opportunité de financer un projet en Intelligence Artificielle
Cet appel à projets s’inscrit dans le cadre du Programme Innovation d’Investissement Québec et s’adresse aux entreprises québécoises (en priorité aux PME), ayant des projets de recherche collaborative en IA avec d’autres PME (ou startups), ainsi qu’avec au moins un IRPQ1 (université, CCTT et autres centres de recherche gouvernementaux). Le but est de réaliser un projet d’innovation à des fins de développement, de commercialisation ou d’adoption de technologies de l’IA.
Les projets doivent répondre à tous les critères suivants :
• Le projet doit porter sur le développement d’un nouveau produit ou procédé ou sur l’amélioration significative
d’un produit ou d’un procédé existant ;
• Le produit ou le procédé développé ou amélioré dans le cadre du projet doit présenter un avantage
déterminant par rapport aux solutions existantes sur le marché par rapport au secteur d’activité au niveau
national ou international ;
• Le projet doit comporter l’utilisation de l’IA ;
• Le projet doit comporter un risque ou une incertitude technologique et/ou d’affaires pour l’entreprise ;
• Le projet doit avoir nécessité ou nécessitera des efforts en recherche et développement ;
• Lorsque le produit ou le procédé est destiné à la vente, le projet doit démontrer un potentiel commercial ;
• Pour chaque entreprise partenaire admissible, le projet doit prévoir l’embauche d’un minimum d’un stagiaire
par année ;
• Un minimum de 20 % des dépenses admissibles du projet doivent être issues d’une offre de service d’un
centre de recherche public.
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)
Date limite pour soumettre la Demande détaillée : 5 septembre 2023
Guide des déposants 2023-2024
Pour information :
Amaury Lucas
Coordonnateur de projets 418 914-1608, poste 218
amaury.lucas@cribiq.qc.ca
Cet appel à projets s’inscrit dans le cadre du Programme Innovation d’Investissement Québec et s’adresse aux entreprises québécoises (en priorité aux PME), ayant des projets de recherche collaborative en IA avec d’autres PME (ou startups), ainsi qu’avec au moins un IRPQ1 (université, CCTT et autres centres de recherche gouvernementaux). Le but est de réaliser un projet d’innovation à des fins de développement, de commercialisation ou d’adoption de technologies de l’IA.
Les projets doivent répondre à tous les critères suivants :
• Le projet doit porter sur le développement d’un nouveau produit ou procédé ou sur l’amélioration significative
d’un produit ou d’un procédé existant ;
• Le produit ou le procédé développé ou amélioré dans le cadre du projet doit présenter un avantage
déterminant par rapport aux solutions existantes sur le marché par rapport au secteur d’activité au niveau
national ou international ;
• Le projet doit comporter l’utilisation de l’IA ;
• Le projet doit comporter un risque ou une incertitude technologique et/ou d’affaires pour l’entreprise ;
• Le projet doit avoir nécessité ou nécessitera des efforts en recherche et développement ;
• Lorsque le produit ou le procédé est destiné à la vente, le projet doit démontrer un potentiel commercial ;
• Pour chaque entreprise partenaire admissible, le projet doit prévoir l’embauche d’un minimum d’un stagiaire
par année ;
• Un minimum de 20 % des dépenses admissibles du projet doivent être issues d’une offre de service d’un
centre de recherche public.
Date limite pour soumettre la Demande détaillée : 5 septembre 2023
Guide des déposants 2023-2024
Pour information :
Amaury Lucas
Coordonnateur de projets 418 914-1608, poste 218
amaury.lucas@cribiq.qc.ca