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)
Image credit: Crafton Hills College
Albert Baez was born in Puebla, Mexico in 1912. As a young child, his family immigrated to Brooklyn, New York. He studied mathematics, earning his Bachelor's degree from Drew University and a Master of Science from Syracuse University. He studied for his doctorate in physics at Stanford University.
In the late 1940's, he co-invented an x-ray reflection microscope, a tool that is still used in medicine. He held professorships at the College of Redlands, Baghdad University, and MIT. Throughout his career he was prolific in the development of educational materials in physics, including textbooks and videos. Upon retirement he served as president of Vivamos Mejor/USA, an organization founded in 1988 to help impoverished villages in Mexico.