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Veranstaltungen
New Arrivals Seminar

Black text: "New Arrivals Seminar", with a green-yellow-orange color gradient in the background

MPI for Mathematics in the Sciences

G3 10 (Lecture hall)

seminar

13.10.26 01.12.26

New Arrivals Seminar

seminar

13.10.26 01.12.26

New Arrivals Seminar

- Upcoming Events
- Previous Events

Upcoming Events of this Seminar

talk

13.10.26, 15:00

Oriented lines in 3-space Oriented lines in 3-space

Magdaléna Mišinová (MPI MiS, Leipzig)

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talk

20.10.26, 15:00

tba tba

Jessica Renz (MPI MiS, Leipzig)

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talk

27.10.26, 15:00

The Three Lives of $M_{0,n}$ The Three Lives of $M_{0,n}$

Juan Sebastian Numpaque Roa (University of Porto + MPI MiS, Leipzig)

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talk

03.11.26, 15:00

Average and extremal examples in algebra and combinatorics Average and extremal examples in algebra and combinatorics

Thiago Holleben (MPI MiS, Leipzig)

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talk

10.11.26, 15:00

tba tba

Arne Kuhrs (MPI MiS, Leipzig)

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talk

17.11.26, 15:00

tba tba

Sven Stawinski (MPI MiS, Leipzig)

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talk

24.11.26, 15:00

tba tba

Rizeng Chen (MPI MiS, Leipzig)

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talk

01.12.26, 15:00

tba tba

Mathieu Vallée (MPI MiS, Leipzig)

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Previous Events


06.10.26	Daniele Taufer (MPI MiS, Leipzig) : Exploring algebras to understand tensors Tensor decomposition is an active research topic, with applications across a wide range of fields. In this talk, we will discuss how the problem of decomposing (totally) symmetric tensors can be translated into the construction and study of special families of algebras associated with a given tensor. I will present different approaches arising from recent and ongoing projects, ranging from linear to highly non-linear algebra. Along the way, I will present some open questions I would like to address and mention some topics I would like to learn more about, hoping to spark discussion around these problems.

06.10.26

Daniele Taufer (MPI MiS, Leipzig) : Exploring algebras to understand tensors

Tensor decomposition is an active research topic, with applications across a wide range of fields. In this talk, we will discuss how the problem of decomposing (totally) symmetric tensors can be translated into the construction and study of special families of algebras associated with a given tensor. I will present different approaches arising from recent and ongoing projects, ranging from linear to highly non-linear algebra. Along the way, I will present some open questions I would like to address and mention some topics I would like to learn more about, hoping to spark discussion around these problems.