In a bold act of solidarity and resistance, more than 80 faculty members from Harvard University have committed to donating 10% of their salaries. Their donations are earmarked to support the institution's battle against President Donald Trump's recent incursions on their funding and academic policies. This comes after the Trump administration froze over $2 billion in federal funding destined for Harvard, an act that prompted the university to file a lawsuit, as reported by NBC Boston.
A group of professors, driven by the impulse to rally behind their institution, have declared through a signed letter their intention to pledge a fraction of their pay. According to a statement obtained by WCVB, "We are heartened by the university's rejection of the Trump administration's unlawful demands. We also recognize that the university now faces severe financial damage for its defense of academic freedom." The signatories, including high-profile names such as Ryan Enos and Martha Minow, have publicly aligned themselves with the cause; while others prefer to remain a quiet force, having pledged their support more privately.
The specific allocation of the pledged funds remains as yet unclear, with organizers working hastily to devise a concrete plan. With allegations of not doing enough to curb antisemitism on campus looming over them, Harvard has taken the unprecedented step to openly repudiate the demands of the Trump administration, which has put into question Harvard's policies on race, color, national origin, and its use of merit-based criteria for admissions and internal programs, as NBC Boston notes.
Amid continue investigations into the school and the Harvard Law Review over racial discrimination allegations, the Trump administration has also placed Harvard's tax-exempt status under threat. With the litigation's oral hearings tentatively scheduled for the end of July, Harvard has taken steps within its own precincts to address antisemitism and anti-Arab bias—a reform pledge emerging from an internal report aimed at the diffusion of internal tensions, as detailed by WCVB.
