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    • 24. 发明申请
    • NON-LOCAL ERROR DETECTION IN PROCESSOR SYSTEMS
    • 处理器系统中的非本地错误检测
    • US20160170829A1
    • 2016-06-16
    • US14953459
    • 2015-11-30
    • International Business Machines Corporation
    • Steven R. CarloughJames R. CuffneyMichael KleinSilvia M. Mueller
    • G06F11/10G06F11/34G06F11/30
    • G06F11/1004G06F9/3867G06F11/1008G06F11/3024G06F11/3409
    • A method for delocalizing an error checking on a data in a pipelined processor from the data checked. A first check-data is generated at a first location on a first data. A second location receives the first data and the first check-data. A second check-data is generated on the first data and the first check-data is compared with the second check-data at the second location. A second data is generated from the first data and a third check-data is generated on the second data at the second location. A third check-data is generated on the second data at the second location and the second data is transferred to a third location. The third check-data is transferred to a fourth location. A fourth check-data is generated on the second data and is transferred to the fourth location. The fourth check-data and the third check-data are compared at the fourth location.
    • 一种从流水线处理器中的数据的错误检查中离域的方法。 在第一数据的第一位置生成第一检查数据。 第二位置接收第一数据和第一检查数据。 在第一数据上产生第二检查数据,并且将第一检查数据与第二位置处的第二检查数据进行比较。 从第一数据产生第二数据,并且在第二位置处对第二数据生成第三检查数据。 在第二位置处的第二数据上生成第三检查数据,并且将第二数据传送到第三位置。 第三个检查数据被传送到第四个位置。 在第二数据上产生第四检查数据,并将其传送到第四位置。 第四个检查数据和第三个检查数据在第四个位置进行比较。
    • 25. 发明申请
    • OPTIMIZED STRUCTURE FOR HEXADECIMAL AND BINARY MULTIPLIER ARRAY
    • 十进制和二进制多播阵列的优化结构
    • US20160085509A1
    • 2016-03-24
    • US14578879
    • 2014-12-22
    • International Business Machines Corporation
    • Silvia M. MuellerSon Dao Trong
    • G06F7/487
    • G06F7/4876
    • A method for hiding implicit bit corrections in a partial product adder array in a binary and hexadecimal floating-point multiplier such that no additional adder stages are needed for the implicit bit corrections. Two leading-one correction terms are generated for the fraction in the multiplier floating-point number and two leading-one correction terms are generated for the fraction in the multiplicand floating-point number. The floating-point numbers may be single-precision or double-precision. Each leading-one correction term for the single-precision case is appended to the left of an intermediate partial product sum in the adder array that is an input to an adder so as to not to extend the bits in the input further to the left than the bits in another input to the adder. Each leading-one correction term for the double-precision case replaces an adder input that is unused when base-2 floating-point numbers are multiplied.
    • 一种用于在二进制和十六进制浮点乘法器中的部分积加法器阵列中隐藏隐式位校正的方法,使得隐式位校正不需要附加的加法器级。 为乘数浮点数中的分数生成两个前导修正项,并为乘数浮点数中的分数生成两个前导一个校正项。 浮点数可以是单精度或双精度。 在加法器阵列中,单精度情况下的前导一校正项追加到加法器阵列的中间部分乘积和的左侧,该加法器阵列是加法器的输入,以便不将输入中的位进一步向左延伸 加法器的另一个输入中的位。 双精度情况下的每个前导一个校正项将替换当基本2浮点数相乘时未使用的加法器输入。