The Indian independence movement

Director: CALVIN OSBORNE

Topic: The Indian Independence Movement (1943)

The year is 1943. Within the turbulence of WWII, this committee raises the curtains on the "forgotten theater" of the war. The committee centers on the Singapore-based movement for Indian independence during World War II, led by nationalist Subhas Chandra Bose. Members of this committee will act as the Provincial Government of Azad Hind, which has convenes with a singular goal in mind: achieving an independent India and to rid India of British influence. This committee although has come together to work in the interest of Indian citizens, both short term and long term policies are highly debated. Firstly, how India is to be freed from British rule, as well as what form of government should be established instead. Delegates will also need to consider the problem of inner religious tensions as well as a new economic model independent of Britain. The committee will be a chance to explore a critical yet underrepresented part of history, challenging delegates to find allies, gather resources, and cooperate in progressing towards a common goal of Hind India — Free India.

Calvin Osborne

Calvin Osborne is a senior at Harvard College pursuing a double concentration in Mathematics and Philosophy. He was born in Chicago, Illinois (but really, the suburbs about an hour north of Chicago!). Last year, Calvin served as the Under-Secretary-General for the Specialized Agencies at Harvard Model United Nations 2024, and he is excited to return to Harvard Model United Nations 2025 as Secretary-General.

In addition to his roles at Harvard Model United Nations, Calvin is a director for the Ad Hoc Committee at Harvard National Model United Nations (Harvard’s collegiate conference), as well as a competitor for and former Head Delegate of Harvard’s Intercollegiate Model United Nations team (where he currently has the record for the most number of gavels!). 

At Harvard Model United Nations Dubai, feel free to ask Calvin about his twin brother, his math research, his love of Dungeons & Dragons, or for a review of his favorite board game!