Joseph Palmer

activity

20112023

most citedFamilies of four-dimensional integrable systems with

S^{1}

-symmetries

3 citations · 12 across the 8 of their papers we have counts for

collaborators

Showing 2015Show all

3 papers · 1 filter

math.SG2015

Symplectic $G$ -capacities and integrable systems

Alessio Figalli, Joseph Palmer, Álvaro Pelayo

For any Lie group $G$ , we construct a $G$ -equivariant analogue of symplectic capacities and give examples when $G = T^{k} \times R^{d - k}$ , in which case the capacity…

math.SG2015★ 3 cited

Classifying Toric and Semitoric Fans by Lifting Equations from $SL_{2} (Z)$

Daniel M. Kane, Joseph Palmer, Álvaro Pelayo

We present an algebraic method to study four-dimensional toric varieties by lifting matrix equations from the special linear group $SL_{2} (Z)$ to its preimage in the…

math.SG2015

Moduli spaces of semitoric systems

Joseph Palmer

Recently Pelayo-Vũ Ngoc classified semitoric integrable systems in terms of five symplectic invariants. Using this classification we define a family of metrics on the space of semi…

Symplectic G-capacities and integrable systems

Classifying Toric and Semitoric Fans by Lifting Equations from SL2​(Z)

Moduli spaces of semitoric systems

Symplectic $G$ -capacities and integrable systems

Classifying Toric and Semitoric Fans by Lifting Equations from $SL_{2} (Z)$