What the study found
The study constructed bi-vector and uni-vector deformations of 10-dimensional heterotic supergravity solutions. It also presented a generalization of the "open/closed" map for this setting.
Why the authors say this matters
The authors do not state a detailed broader significance in the abstract. They present the construction as an extension of methods for heterotic supergravity solutions.
What the researchers tested
The researchers used the gauged double field theory approach to build deformations of heterotic supergravity solutions. They also examined example deformed solutions, with particular attention to the F1 string solution.
What worked and what didn't
The abstract says that the bi-vector and uni-vector deformations were constructed successfully. It also says that some example deformed solutions were considered, including the F1 string solution, but it does not describe any failures or comparative performance.
What to keep in mind
The abstract is brief and does not provide detailed results, limitations, or validation metrics. It also does not specify how broadly the examples may apply beyond the cases mentioned.
Key points
- Bi-vector and uni-vector deformations of 10-dimensional heterotic supergravity solutions were constructed.
- The work used a gauged double field theory approach.
- The authors generalized the "open/closed" map for this case.
- Example deformed solutions were considered, especially the F1 string solution.
- The abstract does not report limitations or negative results.
Disclosure
- Research title:
- Poly-vector deformations of heterotic supergravity solutions
- Authors:
- Kirill Gubarev, Konstantin Sovit
- Institutions:
- Institut Pere Mata, Institute for Information Transmission Problems, Lomonosov Moscow State University
- Publication date:
- 2026-04-27
- OpenAlex record:
- View
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