Consider the following natural generalization of the well-known Oblivious Transfer (OT) primitive, which we call Oblivious Affine Function Evaluation ...
Statistically Secure Linear-Rate Dimension. Extension for Oblivious Affine Function. Evaluation. Nico Döttling , Daniel Kraschewski, and Jörn Müller-Quade.
Statistically Secure Linear-Rate Dimension Extension for Oblivious Affine Function Evaluation. https://doi.org/10.1007/978-3-642-32284-6_7 ·.
Statistically secure linear-rate dimension extension for oblivious affine function evaluation. Döttling N (2012). Publication Status: Published.
Statistically Secure Linear-Rate Dimension Extension for Oblivious Affine Function Evaluation ; Publikationsjahr, 2012 ; Sprache, Englisch ; Identifikator, ISBN: ...
Statistically secure linear-rate dimension extension for oblivious affine function evaluation. In Adam. Smith, editor, Information Theoretic Security ...
Statistically secure linear-rate dimension extension for oblivious affine function evaluation · Author Picture Nico Döttling. Institute of Cryptography and ...
[PDF] Maliciously Secure Oblivious Linear Function Evaluation with Constant ...
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Statistically secure linear-rate dimension extension for oblivious affine function evaluation. In A. Smith, editor, ICITS 12, volume 7412 of LNCS, pages 111 ...
Statistically Secure Linear-rate Dimension Extension for Oblivious Affine Function Evaluation; Nico Döttling, Daniel Kraschewski and Jörn Müller-Quade ...
Statistically Secure Linear-Rate Dimension Extension for Oblivious Affine Function Evaluation. ICITS 2012: 111-128. [i3]. view. electronic edition @ arxiv.org ...