u003cpu003eMaurice ne parvient pas à franchir le cap de 4 % de croissance. Coincé dans le piège du revenu intermédiaire, sa progression reste encore largement dépendante des moteurs de croissance traditionnels. Notre capacité à faire preuve du0026rsquo;innovation est lu0026rsquo;une des conditions sine qua non pour que le pays passe à une nouvelle étape de son développement. Car sans une culture du0026rsquo;innovation, Maurice pourra difficilement accéder au statut du0026rsquo;économie à revenu élevé. Dans ce monde globalisé, lu0026rsquo;innovation est un facteur de différenciation. Celle-ci peut se définir comme la transformation de nouvelles idées en valeur économique. Et lu0026rsquo;innovation ne se résume pas à la production ou du0026rsquo;invention du0026rsquo;un nouveau produit ou service. Lu0026rsquo;innovation, cu0026rsquo;est aussi pouvoir trouver des solutions, du0026rsquo;inventer de nouvelles méthodes économiques ou du0026rsquo;améliorer des procédures. Ce qui permet de réduire les coûts, du0026rsquo;accélérer la production, et donc de réaliser des économies du0026rsquo;échelle. Cu0026rsquo;est ce qui figure en une de u003cemu003eBusiness Magazineu003c/emu003e cette semaine, un numéro accompagné du supplément u003cemu003eImmobilieru0026amp;Constructionu003c/emu003e.u003c/pu003eu003cpu003eu003cimg alt=\ height=430 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×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Innover pour survivre
