John and Gary are negotiating a business transaction, and John must demonstrate to Gary that he has access to a system. He engages in an electronic version of the “magic door” scenario shown here. What technique is John using?John和Gary正在谈判一项业务交易,John必须向Gary证明他有权访问系统。他参与了电子版的“魔法门”场景,如图所示。约翰用的是什么技巧? <img src="data:image/png;base64,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" alt="">
A、Split-knowledge proof 分裂知识证明
B、Zero-knowledge proof 零知识证明
C、Logical proof 逻辑证明
D、Mathematical proof 数学证明
发布时间:2025-02-25 10:51:47