The SCFT spectrum conjecture for topological modular forms

Let $\SQFT^\bullet$ denote the spectrum whose spaces classify compact unitary $\mathcal N=(0,1)$ superconformal field theories, graded by anomaly. Let $\mathrm{TMF}^\bullet$ denote the universal elliptic cohomology theory of topological modular forms. SCFT spectrum conjecture. The spectrum $\SQFT^\bullet$ represents $\mathrm{TMF}^\bullet$:

$$\SQFT^\bullet\simeq\mathrm{TMF}^\bullet.$$

This conjecture would identify the proposed field-theoretic cohomology theory with topological modular forms. The paper notes substantial physical and mathematical evidence but does not claim a rigorous proof.