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117 results for "derivatives"
- Status: Free
The University of Melbourne
Skills you'll gain: Algorithms, Computer Programming, Python Programming
University of Pennsylvania
Skills you'll gain: Mathematics, Linear Algebra, Estimation, Mathematical Theory & Analysis, Matlab, Software Visualization
- Status: Free
University of Maryland, College Park
- Status: Free
Koç University
Skills you'll gain: Algebra, Calculus, Mathematics, Programming Principles
Skills you'll gain: Human Learning, Machine Learning, Deep Learning, Python Programming, Artificial Neural Networks, Machine Learning Algorithms, Applied Machine Learning, Algorithms, Regression, Statistical Machine Learning
University of Colorado Boulder
Skills you'll gain: Mathematics, Angular, Differential Equations, Linear Algebra, Calculus, Mathematical Theory & Analysis, Problem Solving
- Status: Free
Georgia Institute of Technology
Skills you'll gain: Mathematics, Problem Solving
- Status: Free
University of Rochester
University of Colorado Boulder
Skills you'll gain: Calculus, Mathematics, Mathematical Theory & Analysis
- Status: Free
Stanford University
Skills you'll gain: Algorithms, Cryptography, Mathematics, Security Engineering, Theoretical Computer Science, Probability & Statistics, Critical Thinking, Mathematical Theory & Analysis, Computer Security Models, Probability Distribution
- Status: Free
École Polytechnique
Skills you'll gain: Mathematics
Johns Hopkins University
Skills you'll gain: General Statistics, Probability & Statistics, Statistical Tests, Mathematics, Statistical Analysis, Biostatistics
In summary, here are 10 of our most popular derivatives courses
- Discrete Optimization:Â The University of Melbourne
- Robotics: Aerial Robotics:Â University of Pennsylvania
- Exploring Quantum Physics:Â University of Maryland, College Park
- Çok değişkenli Fonksiyon II: Uygulamalar / Multivariable Calculus II: Applications: Koç University
- Deep Neural Networks with PyTorch:Â IBM
- Kinetics: Studying Spacecraft Motion:Â University of Colorado Boulder
- Engineering Systems in Motion: Dynamics of Particles and Bodies in 2D Motion:Â Georgia Institute of Technology
- Fundamentals of Audio and Music Engineering: Part 1 Musical Sound & Electronics:Â University of Rochester
- Integral Calculus and Numerical Analysis for Data Science:Â University of Colorado Boulder
- Cryptography I:Â Stanford University