Jul 6, 2012 · We elaborate on the use of shadow systems to prove a particular case of the conjectured lower bound of the volume product ...

Abstract. We elaborate on the use of shadow systems to prove particular case of the conjectured lower bound of the volume prod-.

We elaborate on the use of shadow systems to prove a particular case of the conjectured lower bound of the volume product P(K)=minz∈int(K)|K|||Kz|, ...

We elaborate on the use of shadow systems to prove a particular case of the conjectured lower bound of the volume product ...

We elaborate on the use of shadow systems to prove a particular case of the conjectured lower bound of the volume product ...

We elaborate on the use of shadow systems to prove a particular case of the conjectured lower bound of the volume product P(K)=minz∈int(K)|K|||Kz|, ...

We elaborate on the use of shadow systems to prove a particular case of the conjectured lower bound of the volume product ...

Abstract: We elaborate on the use of shadow systems to prove a particular case of the conjectured lower bound of the volume product P ( K ) = min z ∈ int ...

Jan 20, 2021 · Abstract. Following ideas of Iriyeh and Shibata we give a short proof of the three-dimensional Mahler conjecture for symmetric convex bodies ...

a certain class of operators maps shadow systems to shadow systems (see ... Zvavitch, An Application of Shadow Systems to. Mahler's Conjecture, Discrete Comput.