Kenya to host 3rd EAC regional science, technology and innovation conference

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
Science, Technology and Innovation Conference

Kenya will host the 3rd East African Community (EAC) Regional Science, Technology and Innovation (STI) Conference on March 6-8, 2024, the EAC said in a statement Tuesday.

The EAC statement issued by its headquarters in Tanzania’s northern city of Arusha described the conference as an avenue to share experiences, best practices, and applications of STI outputs, strengthening collaborations, and facilitating regional integration and sustainable development.

The statement said the conference will be jointly organized by the East African Science and Technology Commission and the Inter-University Council for East Africa in collaboration with various STI stakeholders in the region and globally.

This biennial conference, which builds on the deliberations and success of the first and second conferences, held in Kampala, Uganda in 2019, and Bujumbura, Burundi in 2021, respectively, will bring together diverse actors in the STI system, including policymakers, industry players, academicians, researchers, innovators, students, and development partners, where participants will address various topics, including agricultural productivity, resilience, food security, climate change mitigation and carbon sequestration, precision agriculture technologies, and data science in agriculture, read the statement.

According to the statement, other topics to be discussed at the conference will include genetic and genomic research for resilient crop varieties, artificial intelligence, soil science for improved soil health, medicines and vaccines, biomedical engineering and e-health, information and communications technology, and digital economy.

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