PROgramming Computation on EncryptEd Data
Sector: Aerospace & Defense • Location: United States of America
Source: Grants.gov
The Defense Advanced Research Projects Agency is soliciting proposals for innovative research in programming computation on encrypted data. The proposed research should investigate innovative approaches that enable revolutionary advances in science, devices, or systems. Specifically excluded is research that results primarily in evolutionary improvements to the existing state of practice.
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Participants
Sponsoring Agency | Obfuscated Data |
Company | Obfuscated Data |
Status
Original status | archived |
Taiyo status | Obfuscated Data |
Taiyo last update | 00-00-0000 |
Available timestamps | 00-00-0000 |
Available timestamp type | Obfuscated Data |
Contact
Contact name | Obfuscated Data |
Phone | 0000000000 |
ObfuscatedData@email.com | |
Address | Obfuscated Data, Obfuscated data, obfuscated data, Obfuscated data |
Description
Description | The Defense Advanced Research Projects Agency is soliciting proposals for innovative research in programming computation on encrypted data. The proposed research should investigate innovative approaches that enable revolutionary advances in science, devices, or systems. Specifically excluded is research that results primarily in evolutionary improvements to the existing state of practice. The goal of the PROCEED research effort is to develop practical methods for computation on encrypted data without decrypting the data and to develop modern programming languages to describe these computations. PROCEED is a comprehensive research effort with six primary research thrusts outlined in the DARPA-BAA-10-81. This Research Announcement (RA) solicits interested participants to submit research proposals for the discovery and development of new mathematical foundations for efficient computation on encrypted data via fully homomorphic encryption. [Rivest78, Gentry09, Gentry10, Smart10] Fully homomorphic cryptosystems have the following properties: 1. E(x + y) = E(x) + E(y) 2. E(x * y) = E(x) * E(y) 3. The ciphertext size is independent of the number of additions and multiplications. Other research to support computation on encrypted data should be proposed via the DARPA-BAA-10-81. This dual track research structure is designed to maximize the participation in the highest-risk research area, the development of the mathematical foundations for fully homomorphic encryption, while minimizing the overall technical risk to the program. |
Original sub-sector | Obfuscated |
Original Currency | USD |
Original budget | 000000000000000 |
Procurement method | Obfuscated Data |
Budget | 000000000000000 |
Location
Region | Obfuscated |
Country | Obfuscated |
State | Obfuscated Data |
County | Obfuscated |
Location | Obfuscated Data, Obfuscated data, obfuscated data, Obfuscated data |
Source
Source reliability | High |
Data quality score | 100% |
Source | Obfuscated Data |
URL | obfuscated_data,obfuscateddata.com |
More Details
Project Type | Obfuscated Data |
Article Published Date | Obfuscated Data |
