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Homomorphic Encryption Technologies for Cloud Computing

원문정보

초록

영어
Security is the major concern about data especially when we are storing it on the cloud and handing over it to the third force as the cloud resource supplier. We store our important data on the cloud in the shape of cipher-text but we have to convert it to plain text to perform calculations on it, which disturb its security including confidentiality, privacy, authentication, etc. so, our ultimate goal was to introduce some of the best encryption technique for securing data. In this regard, we have discussed Homomorphic Encryption (HE) in our paper. This survey is shown how HE could be used to make secure data on the cloud. HE is a technique in which data (plaintext) is converted in cipher-text (unreadable format). Users can perform required calculations on encrypted data without decrypting it and which does not affect the original form of data. This paper aims to focus on the fully homomorphic encryption technique. For this purpose, many approaches were analyzed and we suggested the best approach at the end of the paper.

목차

Abstract
I. INTRODUCTION
II. RELATED WORKS
III. CRITICAL ANALYSIS
IV. PROPOSED APPROACH
V. Conclusion
REFERENCES

저자

  • Khowla Khaliq [ Department of Computer Science & IT Superior University Lahore, 54500, Pakistan ]
  • Muhammad Usman Bilal [ Department of Computer Science & IT Superior University Lahore, 54500, Pakistan ]
  • Rimsha Khalid [ Department of Information Technology Superior University Lahore, 54500, Pakistan ]
  • Muhammad Waseem Iqbal [ Department of Software Engineering Superior University Lahore, 54500, Pakistan ]
  • Muhammad Aqeel [ Department of Software Engineering Superior University Lahore, 54500, Pakistan ]
  • Muhammad Adnan Khan [ Riphah School of Computing and Innovation, Faculty of Computing, Riphah International University, Lahore Campus, Lahore, 54500, Pakistan ]

참고문헌

자료제공 : 네이버학술정보

    간행물 정보

    • 간행물
      한국차세대컴퓨팅학회 학술대회
    • 간기
      반년간
    • 수록기간
      2021~2025
    • 십진분류
      KDC 566 DDC 004