Paolo Di Sia is adjunct professor at the University of Padova, Italy. He holds a bachelor’s degree in metaphysics, master’s in theoretical physics and PhD in mathematical modelling applied to nanotechnology. His research interests include quantum–relativistic nanophysics, theoretical physics, mathematics, history and philosophy of science and science education. He has authored 260 publications and is a reviewer of several international journals. He has received 15 international awards and nominations and is a member of many scientific societies and international advisory and editorial boards.

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• 1. Introduction 2. Vector Analysis 3. Vector Differentiation 4. Coordinates systems and important theorems 5. Ordinary differential equations 6. Fourier series and integrals 7. Functions of one complex variable 8. Complex integration 9. Partial differential equations 10. Numerical methods 11. Quantum Basics for Nanotechnology 12. Schrödinger equation and nanotechnology 13. Mathematical modelling for nanotechnology 14. Plasmonics and modelling 15. Nanodiffusion in graphene

Paolo Di Sia is adjunct professor at the University of Padova, Italy. He holds a bachelor’s degree in metaphysics, master’s in theoretical physics and PhD in mathematical modelling applied to nanotechnology. His research interests include quantum–relativistic nanophysics, theoretical physics, mathematics, history and philosophy of science and science education. He has authored 260 publications and is a reviewer of several international journals. He has received 15 international awards and nominations and is a member of many scientific societies and international advisory and editorial boards.

Select Guide Rating

• 1. Introduction 2. Vector Analysis 3. Vector Differentiation 4. Coordinates systems and important theorems 5. Ordinary differential equations 6. Fourier series and integrals 7. Functions of one complex variable 8. Complex integration 9. Partial differential equations 10. Numerical methods 11. Quantum Basics for Nanotechnology 12. Schrödinger equation and nanotechnology 13. Mathematical modelling for nanotechnology 14. Plasmonics and modelling 15. Nanodiffusion in graphene

Paolo Di Sia is adjunct professor at the University of Padova, Italy. He holds a bachelor’s degree in metaphysics, master’s in theoretical physics and PhD in mathematical modelling applied to nanotechnology. His research interests include quantum–relativistic nanophysics, theoretical physics, mathematics, history and philosophy of science and science education. He has authored 260 publications and is a reviewer of several international journals. He has received 15 international awards and nominations and is a member of many scientific societies and international advisory and editorial boards.

Select Guide Rating

• 1. Introduction 2. Vector Analysis 3. Vector Differentiation 4. Coordinates systems and important theorems 5. Ordinary differential equations 6. Fourier series and integrals 7. Functions of one complex variable 8. Complex integration 9. Partial differential equations 10. Numerical methods 11. Quantum Basics for Nanotechnology 12. Schrödinger equation and nanotechnology 13. Mathematical modelling for nanotechnology 14. Plasmonics and modelling 15. Nanodiffusion in graphene