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    • 5. 发明授权
    • Method and system for manipulating and telescoping a hash function
    • 用于操纵和伸缩散列函数的方法和系统
    • US06928162B1
    • 2005-08-09
    • US09543674
    • 2000-04-07
    • Marco C. HeddesClark Debs JeffriesPiyush Chunilal Patel
    • Marco C. HeddesClark Debs JeffriesPiyush Chunilal Patel
    • H04L12/56G06F15/00H04L9/28
    • G06F17/10
    • A method and system for providing a hash and a complement of the hash for an item in a computer system are disclosed. The method and system include providing a plurality of components from the item. The plurality of components include a first component and a last component. Each of the plurality of components includes a particular number of bits. The method and system also include cascading the plurality of components through at least one XOR to provide a plurality of resultants. The plurality of resultants includes a first resultant and a final resultant. The final resultant includes only the last component. The first resultant includes an XOR of the first component and remaining cascaded components of the plurality of components. The method and system also include applying an invertible hash function and an invertible hash function complement to at least the first resultant to provide the hash. The complement of the hash includes the plurality of resultants except the first resultant. In another aspect, the method and system include applying the invertible hash function and its complement to at least the first component of the plurality of components, before the plurality of components are cascaded through the at least one XOR. In this aspect, the hash includes the first resultant. The complement of the hash includes the plurality of resultants except the first resultant.
    • 公开了一种用于为计算机系统中的项提供散列和散列的补码的方法和系统。 该方法和系统包括从该项目提供多个组件。 多个部件包括第一部件和最后部件。 多个组件中的每一个包括特定数量的位。 该方法和系统还包括通过至少一个XOR级联多个组件以提供多个结果。 多个结果包括第一结果和最终结果。 最后的结果只包括最后一个组件。 第一结果包括第一组分的XOR和多个组分的剩余级联组分。 所述方法和系统还包括对至少第一结果应用可逆散列函数和可逆散列函数补码以提供散列。 散列的补码包括除了第一个结果之外的多个结果。 在另一方面,所述方法和系统包括在通过所述至少一个XOR级联所述多个组件之前,将所述可逆散列函数及其补码应用于所述多个组件的至少第一组件。 在这方面,散列包括第一结果。 散列的补码包括除了第一个结果之外的多个结果。