About HSF
Founded in 1975, the Hispanic Scholarship Fund (HSF) empowers students and parents with the knowledge and resources to successfully complete a higher education, while providing support services and scholarships to as many exceptional students, Scholars, and Alumni as possible. HSF strives to make college education a top priority for every family across the nation, mobilizing communities to proactively advance that goal—each individual, over a lifetime, in every way they can. HSF also seeks to give its Scholars all the tools they need to do well in their course work, graduate, enter, and excel in a profession, help lead our nation going forward, and mentor the generations to come. As one of the nation’s leading nonprofit organizations, HSF has awarded over $730 million in scholarships and provides a broad range of programs and support services for students, parents, HSF Scholars, and HSF Alumni. For more information about HSF, please visit HSF.net.
Our Mission: HSF empowers students and parents with the knowledge and resources to successfully complete a higher education, while providing support services and scholarships to as many exceptional students, HSF Scholars, and Alumni as possible.
Our Vision: Hispanics are a highly educated and influential community of courageous leaders, thriving and positively shaping all areas of a strong American society, from science and technology to entertainment, from finance to government. The people participating in this new American society have been personally touched by the outstanding work of the Hispanic Scholarship Fund. HSF stands strong as the leading and most reputable non-profit organization in the US. Its strategies and operating model are the best practices others try to emulate. The unsung heroes who powered this organization to such a high level of performance, impact, and prominence are respected and highly-sought-after role models. As a result, the state of our Union is stronger than ever, our future is brighter than ever, and America's global leadership position is self-evident.