4 problems

Free-action quantization conjecture. A quasi-Poisson manifold $X$ for $({\mathfrak{g}},Z)$ can be quantized if the ${\mathfrak{g}}$-action on $X$ is free, i.e. if $X$ is a principa…

GLM conjecture. The quasi-Poisson brackets above provide the uplift of the string $R$-flux algebra to M-theory.

In the parabolic toroidal flux model, the M-theory lift of the non-geometric background has a seven-dimensional phase space, identified with an affine space on the vector space…

Let $X$ be a quasi-Poisson $(\mathfrak{g},Z)$-manifold, and let the finite-dimensional Lie algebra $\mathfrak{g}$ act on $X$ freely. A quantization of $X$ associated to an associat…