Dr. Joseph Cutrone received his PhD in Mathematics from Johns Hopkins University. His publications and research interests are in higher dimensional algebraic geometry. Since 2006, he has taught mathematics at all levels, both online and in the classroom, with different positions at Johns Hopkins, Northwestern University, Towson University, and Goucher College.
Coursera
Dive into the final chapter of our Linear Algebra Specialization series where you'll explore the intricate world of orthogonality and diagonalization. This course is designed to equip you with advanced knowledge on orthogonal vectors, transformation, and symmetric matrices, essential for a wide range of applications from engineering to data science.
Coursera
Dive into 'The Mathematics of Democracy, Politics, and Manipulation' to uncover the mathematical principles that underpin democratic processes. This course unravels the complexities of voting systems, decision-making mechanisms, and the potential for manipulation, providing you with a deeper understanding of how democracy functions in today's world.