Wellbeing Digital Sciences, Inc. is a healthcare company, which engages in the development and implementation of innovative clinical treatment solutions, including psychedelic medicine and digital therapeutics, as supported by clinical research. The company is headquartered in London, Ontario. The company went IPO on 2021-01-27. The firm is focused on the development and implementation of clinical treatment solutions, including psychedelic medicine and digital therapeutics, as supported by clinical research. The company operates through three segments: Wellbeing & IRP; KGK Science and Mindscape. The company operates medical clinics across North America to help its patients access plant-based medicines, psychedelics, and other forms of mental health care, all of which have the potential to heal them of their physical and/or emotional pain. Its subsidiaries include Mindscape Ketamine & Infusions Therapy LLC, KGK Science Inc. and Integrated Rehab and Performance Ltd. The company is supported by a network of North American clinics that provide therapies and other types of treatment to patients, as well as through a contract research organization that offers clinical trials services to clients pursuing drug development.
Follow-Up Questions
Quel est le ratio P/E de Wellbeing Digital Sciences Inc (KONEF) ?
Le ratio P/E de Wellbeing Digital Sciences Inc est de 0
Qui est le CEO de Wellbeing Digital Sciences Inc ?
Ms. Najla Guthrie est le Chief Executive Officer de Wellbeing Digital Sciences Inc, il a rejoint l'entreprise depuis 2021.
Quelle est la performance du prix de l'action KONEF ?
Le prix actuel de KONEF est de $0, il a decreased de 0% lors de la dernière journée de trading.
Quels sont les thèmes d'affaires principaux ou les industries de Wellbeing Digital Sciences Inc ?
Wellbeing Digital Sciences Inc appartient à l'industrie Health Care et le secteur est Health Care
Quelle est la capitalisation boursière de Wellbeing Digital Sciences Inc ?
La capitalisation boursière actuelle de Wellbeing Digital Sciences Inc est de $0