Verifying a Hardware Design for a Component that Implements a Permutation Respecting Function

    公开(公告)号:US20190303511A1

    公开(公告)日:2019-10-03

    申请号:US16367493

    申请日:2019-03-28

    Abstract: Methods and systems for verifying a hardware design for a component that implements a permutation respecting function. The methods include formally verifying that an instantiation of the hardware design produces the correct result to the function for a subset of the valid input vectors; and formally verifying that an instantiation of the hardware design is permutation respecting for each of one or more input vector permutations (i.e. that the instantiation of the hardware design produces the permutation related outputs for an input vector and the permutation of that input vector) over a set of input vectors. The subset and the input vector permutations are selected so that any valid input vector that is not in the subset can be generated from an input vector in the subset via a combination of the one or more input vector permutations.

    Verifying a hardware design for a component that implements a permutation respecting function

    公开(公告)号:US11455451B2

    公开(公告)日:2022-09-27

    申请号:US16367493

    申请日:2019-03-28

    Abstract: Methods and systems for verifying a hardware design for a component that implements a permutation respecting function. The methods include formally verifying that an instantiation of the hardware design produces the correct result to the function for a subset of the valid input vectors; and formally verifying that an instantiation of the hardware design is permutation respecting for each of one or more input vector permutations (i.e. that the instantiation of the hardware design produces the permutation related outputs for an input vector and the permutation of that input vector) over a set of input vectors. The subset and the input vector permutations are selected so that any valid input vector that is not in the subset can be generated from an input vector in the subset via a combination of the one or more input vector permutations.

    Formal verification of integrated circuit hardware designs to implement integer division

    公开(公告)号:US10796052B2

    公开(公告)日:2020-10-06

    申请号:US16675112

    申请日:2019-11-05

    Abstract: Computer-implemented methods of verifying an integrated circuit hardware design to implement an integer divider wherein the integer divider is configured to receive a numerator N and a denominator D and output a quotient q and a remainder r. The method includes (a) verifying a base property is true for the integrated circuit hardware design and (b) formally verifying that one or more range reduction properties are true for the integrated circuit hardware design. The base property is configured to verify that an instantiation of the integrated circuit hardware design will generate a correct output pair q,r in response to any input pair N,D in a subset of non-negative input pairs. The one or more range reduction properties are configured to verify that if an instantiation of the integrated circuit hardware design will generate an output pair q,r in response to a non-negative input pair N,D then an instantiation of the integrated circuit hardware design to implement the integer divider will generate an output pair q′,r′ that has a predetermined relationship with q and r in response to another non-negative input pair N′,D where N and N′ have one of one or more predetermined relationships.

    FORMAL VERIFICATION OF INTEGRATED CIRCUIT HARDWARE DESIGNS TO IMPLEMENT INTEGER DIVISION

    公开(公告)号:US20200074018A1

    公开(公告)日:2020-03-05

    申请号:US16675112

    申请日:2019-11-05

    Abstract: Computer-implemented methods of verifying an integrated circuit hardware design to implement an integer divider wherein the integer divider is configured to receive a numerator N and a denominator D and output a quotient q and a remainder r. The method includes (a) verifying a base property is true for the integrated circuit hardware design and (b) formally verifying that one or more range reduction properties are true for the integrated circuit hardware design. The base property is configured to verify that an instantiation of the integrated circuit hardware design will generate a correct output pair q,r in response to any input pair N,D in a subset of non-negative input pairs. The one or more range reduction properties are configured to verify that if an instantiation of the integrated circuit hardware design will generate an output pair q,r in response to a non-negative input pair N,D then an instantiation of the integrated circuit hardware design to implement the integer divider will generate an output pair q′,r′ that has a predetermined relationship with q and r in response to another non-negative input pair N′,D where N and N′ have one of one or more predetermined relationships.

    FORMAL VERIFICATION OF INTEGRATED CIRCUIT HARDWARE DESIGNS TO IMPLEMENT INTEGER DIVISION

    公开(公告)号:US20180203953A1

    公开(公告)日:2018-07-19

    申请号:US15875176

    申请日:2018-01-19

    CPC classification number: G06F17/504 G06F17/5045 G06F2217/02

    Abstract: Computer-implemented methods of verifying an integrated circuit hardware design to implement an integer divider wherein the integer divider is configured to receive a numerator N and a denominator D and output a quotient q and a remainder r. The method includes (a) verifying a base property is true for the integrated circuit hardware design and (b) formally verifying that one or more range reduction properties are true for the integrated circuit hardware design. The base property is configured to verify that an instantiation of the integrated circuit hardware design will generate a correct output pair q,r in response to any input pair N,D in a subset of non-negative input pairs. The one or more range reduction properties are configured to verify that if an instantiation of the integrated circuit hardware design will generate an output pair q,r in response to a non-negative input pair N,D then an instantiation of the integrated circuit hardware design to implement the integer divider will generate an output pair q′, r′ that has a predetermined relationship with q and r in response to another non-negative input pair N′,D where N and N′ have one of one or more predetermined relationships.

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