For students

Probability Theory (Faculty of Mathematics, second year, 4^th semester, 2018 – 2020)

• Probability Theory (theory and applications). Book  
• Probability Theory. Courses:  
  • Courses 1–3  
  • Courses 4–6  
  • Courses 7–10  
  • Course 11    
  • Courses 12–13  

• Probability Theory. Seminars:  
  • Seminar 1  
  • Seminar 2  
  • Seminar 3  
  • Seminar 4  
  • Seminar 5  
  • Seminar 6  
  • Seminar 7  
  • Seminar 8  
  • Seminar 9  
  • Seminar 10  
  • Seminar 11  
  • Seminar 12  
  • Seminar 13  

• Probability Theory Checklist  

Mathematical Software (Faculty of Mathematics, second year, 3^rd semester, 2018 – 2020)

• L^AT_EX Course
• L^AT_EX Labs 1–10:
  • Lab 1
  • Lab 1; the code
   
  • Lab 2
  • Lab 2; the code
   
  • Lab 3
  • Lab 3; the code
   
  • Lab 4
  • Lab 4; the code  (title page , emblem )
   
  • Lab 5 & 6
  • Lab 5 & 6; the code
   
  • Lab 7 & 8
  • Lab 7 & 8; the code
   
  • Lab 9 & 10
  • Lab 9 & 10; the code
   
  • L^AT_EX Checklist
   

• L^AT_EX. For printing
• MATLAB Course
• MATLAB Labs 10–20:
  • Lab 11
  • Lab 11; the script file
   
  • Lab 12
  • Lab 12; the script file  (functia1 , functia2 , functia3 )
   
  • Lab 13 & 14
  • Lab 13 &14; the script file  (functia4 , functia5 , functia6 , functia7 , functia8 , functia9 )
   
  • Lab 15 & 16
  • Lab 15 & 16; the script file  (functia10 , functia11 )
   
  • Lab 17 & 18
  • Lab 17 & 18; the script file  
   
  • Lab 19
  • Lab 19; the script file  (functia12 , functia13 , functia14 , functia15 , functia16 )
   
  • Lab 20
  • Lab 20; the script file  
   
  • MATLAB Checklist
   

• MATLAB. For printing

Probability Theory and Mathematical Statistics (Faculty of Mathematics, third year, 5^th semester, 2016 – 2018)

• Probability Theory (theory and applications)
• Introduction to Mathematical Statistics
• Statistical Tables

Integral Calculus and Applications (Faculty of Mathematics, second year, 3^rd semester, 2017 – 2018)

• Seminar 0 (Riemann Integrals)
• Seminars 1–3 (Improper Integrals)
• Seminars 4–6 (Integrals Depending on a Parameter)
• Seminars 7–9 (Line Integrals)
• Seminars 10–12 (Double Integrals)
• Seminars 13–15 (Triple Integrals)
• Seminars 16–18 (Surface Integrals)
• Seminars 19–21 (Vector calculus)
• Seminar References

Integral Calculus and Complex Analysis (Faculty of Mathematics, second year, 3^rd semester, 2016 – 2017)

• Seminar 0 (Riemann Integrals)
• Seminars 1–2 (Improper Integrals)
• Seminars 3–4 (Integrals Depending on a Parameter)
• Seminars 5–6 (Line Integrals)
• Seminars 7–8 (Double Integrals)
• Seminars 9–10 (Triple Integrals)
• Seminars 11–12 (Surface Integrals)


• Seminars 13–14 (Complex Numbers)
• Seminars 15–16 (Holomorphic Function)
• Seminars 17–18 (Complex Line Integrals)
• Seminars 19–21 (Residue Theorem)

Probability (Department of Computer Science, University of Verona)
Exam, September 26^th, 2016

    Exam (Problems) (first part)

    Exam (Solutions) (first part)

Probability (Department of Computer Science, University of Verona)
Exam, July 19^th, 2016

    Exam (Problems) (first part)

    Exam (Solutions) (first part)

Probability (Department of Computer Science, University of Verona)
Exam, June 28^th, 2016

    Theoretical Subjects (first part)

    Exam (Problems) (first part)

    Exam (Solutions) (first part)

Elements of Multivariate Statistics and Principal Component Analysis (Department of Computer Science, University of Verona)

    Course

    Exam (Problems)

    Exam (Solutions)

Linear algebra and analytic geometry (Faculty of Electronics, Telecommunication and Information Technology)

• Courses & Seminars 1–2
• Courses & Seminars 3–5
• Courses & Seminars 6–7
• Courses & Seminars 8–10
• Courses & Seminars 11–12
• Courses & Seminars 13–14
• Final Examination Topics (useful definitions & formulas) (courses & seminars 3–5)
• Final Examination Topics (useful definitions & formulas) (courses & seminars 6–7)
• Final Examination Topics (useful definitions & formulas) (courses & seminars 8–10)
• Final Examination Topics (useful definitions & formulas) (courses & seminars 11–12)
• Final Examination Topics (useful definitions & formulas) (courses & seminars 13–14)

Mathematical Analysis I (Faculty of Hydrotechnics, Geodesy and Environmental Engineering)

• Courses 1–2
• Courses 3–4
• Courses 5–6
• Courses 7–9
• Course 10
• Courses 11–14
• Seminar 1
• Seminar 2
• Seminar 3
• Seminar 4
• Seminar 5
• Seminars 6–7
• Seminar 8
• Seminar 9
• Seminar 10
• Seminars 11–13
• Seminar 14
• Useful formulas

Mathematical Analysis II (Faculty of Hydrotechnics, Geodesy and Environmental Engineering)

• Courses 1–2
• Courses 3–4
• Courses 5–6
• Courses 7–8
• Courses 9–10
• Courses 11–12
• Courses 13–14
• Seminars 1–3
• Seminars 4–5
• Seminars 6–7
• Seminars 8–9
• Seminars 10–11
• Seminars 12–13
• Seminar 14
• List of problems
• Useful definitions & Formulas
• Common Derivatives & Integrals