# Miruna-Ştefana Sorea

### I am a postdoctoral researcher in the Nonlinear Algebra Group of Prof. Dr. Bernd Sturmfels, at Max-Planck-Institut für Mathematik in den Naturwissenschaften, Leipzig, Germany.

I am a postdoctoral researcher in the Nonlinear Algebra Group of Prof. Dr. Bernd Sturmfels, at Max-Planck-Institut für Mathematik in den Naturwissenschaften, Leipzig, Germany.

### In October 2018 I defended my PhD thesis in France at Université de Lille, Laboratoire Paul Painlevé.

In October 2018 I defended my PhD thesis in France at Université de Lille, Laboratoire Paul Painlevé.

### miruna.sorea(at)mis.mpg.de

miruna.sorea(at)mis.mpg.de

### miruna.stefana.sorea(at)gmail.com

miruna.stefana.sorea(at)gmail.com

### See my arXiv page

See my arXiv page

### See my HAL Archives Ouvertes page

See my HAL Archives Ouvertes page

### See my Research Gate page

See my Research Gate page

### See my Google Scholar page

See my Google Scholar page

### See my personal webpage from Université de Lille

See my personal webpage from Université de Lille

## My research interests:

My research interests:

### - real algebraic geometry;

- real algebraic geometry;

### - topology of singularities of real plane algebraic curves;

- topology of singularities of real plane algebraic curves;

### - mathematics of bio-chemical reaction networks;

- mathematics of bio-chemical reaction networks;

### - algebraic statistics;

- algebraic statistics;

### - combinatorics;

- combinatorics;

### - (symmetric) tensors and their applications.

- (symmetric) tensors and their applications.

## I am also interested in:

I am also interested in:

### - applied algebraic geometry;

- applied algebraic geometry;

### - complex, computational algebraic geometry;

- complex, computational algebraic geometry;

### - global topology of real polynomial functions;

- global topology of real polynomial functions;

### - linear spaces of symmetric matrices;

- linear spaces of symmetric matrices;

### - non-negative polynomials and sums of squares;

- non-negative polynomials and sums of squares;

### - historical mathematical models.

- historical mathematical models.

Last update: September 11, 2020.