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)
PLANET4B ist ein transdisziplinäres Forschungsprojekt, das darauf abzielt, Entscheidungsprozesse, die die biologische Vielfalt bzw. Biodiversität betreffen, zu verstehen und zu beeinflussen. Biodiversität bildet einen wesentlichen Grundstein für die Leistungen des Ökosystems, das die Basis für die Erfüllung grundlegender Bedürfnisse des Menschen darstellt, wie etwa den Zugang zu Wasser und Nahrung. Eine Abnahme an Biodiversität stellt sowohl für die Menschheit als auch die Biosphäre eine Bedrohung dar. Trotz fundierter wissenschaftlicher Belege zur Bedeutung von Biodiversität und deren rasantem Rückgang, werden Maßnahmen zu ihrem Erhalt immer noch von (wirtschafts-)politischen und anderen Agenden in den Hintergrund gedrängt.