Differential calculus is concerned with the rate at which things change. For example, the speed of a car is the rate at which the distance it travels.
Section 1.6 – Inverse Functions Section 1.7 - Logarithms.
Fuzzy Logic Logical and Artificial Intelligence in Games Lecture 13.
1 Sparse Coding and Its Extensions for Visual Recognition Kai Yu Media Analytics Department NEC Labs America, Cupertino, CA.
On the Complexity of Parallel Hardness Amplification for One-Way Functions Chi-Jen Lu Academia Sinica, Taiwan.
Statistical Methods for Data Analysis Random number generators Luca Lista INFN Napoli.
Towards Dynamical Foundation of Non-Equilibrium Processes: learning from biology Ping Ao Tea-time seminar Huzhou Normal College, Huzhou, Zhejiang December.
1 The Global Character of the Economic and Financial Crisis: Toward a New Financial Architecture by Tonny Lybek IMFs Resident Representative in Romania.
Alexis Boukouvalas Work in collaboration with D. M. Maniyar and D. Cornford Managing Uncertainty in Complex Models, Aston University.
Bifurcations Dynamics of Networks 3 Bifurcations UK-Japan Winter School Dynamics and Complexity Ian Stewart Mathematics Institute University of Warwick.
FUNCTIONS – Composite Functions RULES :. FUNCTIONS – Composite Functions RULES : Read as f at g of x.
First Order Linear Differential Equations Any equation containing a derivative is called a differential equation. A function which satisfies the equation.