How Many Zeroes?, Counting Solutions Of Systems Of Polynomials Via Toric Geometry At Infinity by Mondal, Pinaki
Kalaignar Centenary Library, Madurai · reference copy, to be read in the library
Where to find it: Third floor, call number 516.35 MON.
Book details
- Author
- Mondal, Pinaki
- Publisher
- Springer
- Year
- 2021
- ISBN
- 9783030751739
Copies in the library (1)
| Floor | Call number | Barcode | Status |
|---|---|---|---|
| Third floor | 516.35 MON | 328647 | Reference only (read in the library) |
Next to this on the shelf
- Algebraic groups 516.35 MIL
- Algebraic Surfaces in Positive Characteristics: Purely Inseparable Phenomena in Curves and Surfaces 516.35 MIY
- Introduction to foliations and lie groupoids 516.35 MOE
- Singularities Of Mappings The Local Behaviour Of Smooth And Complex Analytic Mappings (Pb 2021) 516.35 MON
- How Many Zeroes?, Counting Solutions Of Systems Of Polynomials Via Toric Geometry At Infinity (this book)
- Selected papers I : On the classification of varieties and moduli spaces 516.35 MUM
- Algebraic And Analytic Geometry 516.35 NEE
- Introduction to Lipschitz Geometry of Singularities, Lecture Notes of the International School on Singularity Theory and Lipschitz Geometry, Cuernavaca, June 2018 516.35 NEU
- Arc Schemes and Singularities 516.35 NIC