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公开(公告)号:US20240408194A1
公开(公告)日:2024-12-12
申请号:US18701892
申请日:2022-10-20
Inventor: Nicholas Stephanopoulos , Yang Xu , Petr Sulc , Hao Yan , Rong Zheng
IPC: A61K39/215 , A61K39/00 , A61K39/385 , A61P37/04 , B82Y5/00
Abstract: The present disclosure relates to DNA nanocarriers and methods of use for stimulating an immune response in a host. In some embodiments, the DNA nanocarriers comprise SARS-CoV-2 surface glycoprotein.
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公开(公告)号:US20230081282A1
公开(公告)日:2023-03-16
申请号:US17192305
申请日:2021-03-04
Inventor: Petr Sulc , Flavio Romano , John Russo , Lukas Kroc
IPC: G06F30/10
Abstract: A general framework which transforms the inverse problem of self-assembly of colloidal crystals into a Boolean satisfiability problem for which solutions can be found numerically is described herein. Given a reference structure and the desired number of components, our approach produces designs for which the target structure is an energy minimum, and also allows to exclude solutions that correspond to competing structures.
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公开(公告)号:US20240409669A1
公开(公告)日:2024-12-12
申请号:US18701901
申请日:2022-10-20
Inventor: Nicholas Stephanopoulos , Yang Xu , Petr Sulc , Hao Yan , Rong Zheng , Abhay Prasad
IPC: C07K19/00 , A61K38/00 , A61P31/14 , C07K14/005
Abstract: The present disclosure relates to DNA-peptide hybrid molecules. In some embodiments, the DNA-peptide hybrid molecules comprise target-specific binding peptides which selectively bind to SARS-COV-2 surface glycoprotein. Methods of using DNA-peptide hybrid molecules in the treatment of SARS-COV-2 infection are also provided.
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4.
公开(公告)号:US20240311527A1
公开(公告)日:2024-09-19
申请号:US18606649
申请日:2024-03-15
Applicant: Arizona Board of Regents on Behalf of Arizona State University , UNIVERSITÀ CA' FOSCARI , SAPIENZA UNIVERSITY OF ROME
Inventor: Petr Sulc , Michael Matthies , Flavio Romano , John Russo , Hao Liu
Abstract: A computer-implemented system uses multiscale modeling and optimization algorithms to design DNA nanostructures that self-assemble into a target structure, such as a tetrastack lattice. The system converts a target structure into a Boolean Satisfiability problem and models nanostructure units as “patchy” nanostructure models, where patches encode kinetic properties that affect how each nanostructure model connects with other nanostructure models. The system iteratively simulates self-assembly of a plurality of nanostructure models into a nanostructure assembly model, and compares the nanostructure assembly model with the target structure to determine a set of optimal parameters (such as patch type assignments) for the nanostructure units that reliably result in self-assembly into the target structure.
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