[ 404GEOCCAAV23 ] VL Commutative algebra and algebraic geometry



Es ist eine neuere Version 2024W dieser LV im Curriculum Bachelor's programme Technical Mathematics 2024W vorhanden. 


Workload 
Education level 
Study areas 
Responsible person 
Hours per week 
Coordinating university 
3 ECTS 
B3  Bachelor's programme 3. year 
Mathematics 
Josef Schicho 
2 hpw 
Johannes Kepler University Linz 



Detailed information 
Original study plan 
Master's programme Computational Mathematics 2023W 
Objectives 
Determination of the number of solutions of a system of algebraic equations

Subject 
When we change the coefficients in a polynomial system of equations, then the number of solutions often remains constant 
assuming we are counting complex solutions and take multiplicities into account.
This idea is formative for intersection theory, a central discipline of algebraic geometry.

Criteria for evaluation 
final written or oral exam

Methods 
lecture

Study material 
D. Eisenbud and J. Harris: 3264 and all that.

Changing subject? 
No 
Earlier variants 
They also cover the requirements of the curriculum (from  to) 201SYMRCAGV20: VL Commutative algebra and algebraic geometry (2020W2023S)




Onsite course 
Maximum number of participants 
 
Assignment procedure 
Direct assignment 
