Workshop Contents Listing for Quantum Geometry and Character Varieties

Definitions and mathematical statement

The supplied record for permanent catalogue entry contains a workshop table of contents, rather than a mathematical problem. It lists eight contributions, but supplies no definitions, hypotheses, domains, boundary conditions, quantifiers, or conclusion from which a precise mathematical statement can be recovered. No mathematical assertion is formulated here.

The record labels the statement as unrecoverable, and its clean statement is absent. Its supplied verification note reports that the official report confirms the extraction to be a contents fragment; that verification has not been independently performed for this draft. The supplied open label and dated literature assessment do not identify a conjecture or establish the status of any mathematical claim. The intended contribution and an actual problem statement must be identified before mathematical formalization is possible.

Short English statement

catalogue entry preserves a workshop contents listing. No mathematical problem can be recovered from the supplied text. Its open label is supplied metadata, and the intended problem remains unidentified.

Sources

• Local UnsolvedMath registry, data/unsolvedmath/problems.json, permanent ID 30005245, source code catalogue entry; title: Workshop Contents Listing for Quantum Geometry and Character Varieties. The supplied record belongs to the Oberwolfach Reports Open Problems collection, described as extracting open and partially solved problems from workshop discussions with provenance and dated literature assessments. No problem proposer is specified.
• Supplied report citation: Mini-Workshop: Quantization of Complex Symplectic Varieties (2023), Oberwolfach Reports, pp. 2629--2658, DOI 10.4171/owr/2022/45. Supplied source URL: https://doi.org/10.4171/owr/2022/45. The record separately gives proposed year 2022 and identifies the report as 45/2022; the relationship between these year labels is not resolved by the supplied text.
• Supplied literature source: Oberwolfach Report 45/2022, https://doi.org/10.4171/owr/2022/45. Literature assessment dated exactly 2026-08-22: supplied status open; the assessment says the extraction is only a table-of-contents fragment with no identifiable mathematical claim whose truth or resolution can be checked. This is supplied dated curation, not independently verified. The supplied background requests independent verification of time-sensitive status and cited claims.
• Contents attribution: Murad Alim, joint with L. Hollands, A. Saha, J. Teschner, and I. Tulli, Non-perturbative quantum geometry, resurgence and BPS structures, p. 2635.
• Contents attribution: Jennifer Brown, joint with David Jordan, Skein Theory and Quantizing Character Varieties, p. 2638.
• Contents attribution: John Alexander Cruz Morales, joint with Mauricio Romo and Jin Chen, A physical approach to Dubrovin conjecture, p. 2639.
• Contents attribution: Tony Pantev, joint with Ron Donagi and Carlos Simpson, Functoriality in non-abelian Hodge theory, p. 2641.
• Contents attribution: Ana Peón-Nieto, On wobbly and very stable bundles, p. 2645.
• Contents attribution: Emre Can Sertöz, joint with Spencer Bloch and Robin de Jong, Limit periods and Néron–Tate heights, p. 2647.
• Contents attribution: Piotr Sulkowski, Knots, quivers, and quantization of A-polynomials, p. 2650.
• Contents attribution: Jörg Teschner, Lectures on the quantisation of the Hitchin system and the analytic Langlands program, p. 2653.