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    • 92. 发明授权
    • Serializer-deserializer (SerDes) having a predominantly digital architecture and method of deserializing data
    • 串行器解串器(SerDes)具有主要的数字架构和反序列化数据的方法
    • US07656325B1
    • 2010-02-02
    • US12169696
    • 2008-07-09
    • Alexander E. Andreev
    • Alexander E. Andreev
    • H03M9/00
    • H03M9/00H03K5/135H04L25/03063
    • A serializer-deserializer and a method of deserializing data. In one embodiment, the serializer-deserializer includes: (1) an analog-to-digital converter configured to receive a serial data stream and provide a digital output based thereon, (2) a digital comparator coupled to the analog-to-digital converter and configured to compare the digital output to an output table to yield candidate output bits, (3) a digital feedback equalizer coupled to the digital comparator and configured to generate the output table based on the candidate output bits and (4) a multiplexer coupled to the digital comparator and configured to select output bits from among the candidate output bits to form a discrete bit sequence.
    • 串行器 - 解串器和反序列化数据的方法。 在一个实施例中,串行器 - 解串器包括:(1)配置成接收串行数据流并基于其提供数字输出的模拟 - 数字转换器,(2)耦合到模数转换器 并且被配置为将数字输出与输出表进行比较以产生候选输出位,(3)数字反馈均衡器,耦合到数字比较器并被配置为基于候选输出位产生输出表,以及(4)耦合到 所述数字比较器被配置为从候选输出比特中选择输出比特以形成离散比特序列。
    • 98. 发明授权
    • Spanning tree method for K-dimensional space
    • K维空间的生成树方法
    • US06665850B1
    • 2003-12-16
    • US10153570
    • 2002-05-22
    • Alexander E. AndreevVojislav Vukovic
    • Alexander E. AndreevVojislav Vukovic
    • G06F1750
    • G06F17/5072
    • The present invention is directed to a spanning tree method for K dimensional space. To address timing driven buffer insertion and clock routing problems clusters of points must be constructed in 3-dimensional space. The first and second dimensions are coordinates on a plane, while the third dimension is time which is arrival pin time for buffers insertion and clock latency for clock routing. In a first aspect of the present invention, a method includes partitioning an input set of points into a binary tree of partitions so that each leaf partition has maximally a defined number of points. Graph edges are made for the points by connecting each point to its closest points in every of 2K subspaces and the number of graph nodes is then reduced to a predefined value.
    • 本发明涉及一种用于K维空间的生成树方法。 为了解决定时驱动的缓冲插入和时钟路由问题,必须在3维空间中构建点集群。 第一和第二维是平面上的坐标,而第三维是时间,即缓冲区插入的到达引脚时间和时钟路由的时钟延迟。 在本发明的第一方面,一种方法包括将输入的一组点划分成分区的二叉树,使得每个叶分区具有最大限度的定义数量的点。 通过将每个点连接到其在​​2K个子空间中的每一个中的最接近的点来形成图形边缘,然后将图形节点的数量减少到预定义的值。
    • 99. 发明授权
    • Optimal clock timing schedule for an integrated circuit
    • 集成电路的最佳时钟时序表
    • US06615397B1
    • 2003-09-02
    • US09879380
    • 2001-06-12
    • Alexander E. AndreevEgor A. AndreevIvan Pavisic
    • Alexander E. AndreevEgor A. AndreevIvan Pavisic
    • G06F1750
    • G06F17/505G06F2217/62
    • A netlist graph of an IC cell contains cell pin vertices, auxiliary vertices, and edges between vertices having a length. A clock shift SH(V) is assigned to each auxiliary vertex so that for any two auxiliary vertices, a difference between the clock shift of the two auxiliary vertices is no greater than a design time of the two auxiliary vertices. The clock shift is assigned such that SH(V1)+DELAY(V1,V2)−SH(V2)≦f·BOUND(V1,V2), where SH(V1) and SH(V2) are the clock shift of first and second auxiliary vertices, DELAY(V1,V2) is a maximal delay of the path between the first and second auxiliary vertices, f is a minimize constant, and BOUND(V1,V2) is a timing restriction of the first and second auxiliary vertices.
    • IC单元格的网表包含单元针顶点,辅助顶点和具有长度的顶点之间的边。 时钟偏移SH(V)被分配给每个辅助顶点,使得对于任何两个辅助顶点,两个辅助顶点的时钟偏移之间的差不大于两个辅助顶点的设计时间。 分配时钟偏移使得SH(V1)+ DELAY(V1,V2)-SH(V2)<= f.BOUND(V1,V2),其中SH(V1)和SH(V2)是第一个时钟偏移 和第二辅助顶点,DELAY(V1,V2)是第一和第二辅助顶点之间的路径的最大延迟,f是最小化常数,BOUND(V1,V2)是第一和第二辅助顶点的定时限制 。
    • 100. 发明授权
    • Flexible search engine having sorted binary search tree for perfect match
    • 灵活的搜索引擎具有排序二进制搜索树完美匹配
    • US06553370B1
    • 2003-04-22
    • US09679313
    • 2000-10-04
    • Alexander E. AndreevRanko Scepanovic
    • Alexander E. AndreevRanko Scepanovic
    • G06F1730
    • G06F17/30961G06F17/30864Y10S707/99933Y10S707/99942
    • A binary search tree is structured so that keys or addresses associated with data in the bottom vertices are arranged in a predetermined order, such as ascending key address order. The root vertex and each hierarchy vertex contains the lowest value key from each child vertex and are thus similarly arranged by key value order. Each vertex of each level contains at least k and no more than 2k−1 keys, where k is an integer ≦2 and is constant for all vertices of a given level, but may vary between levels. The result is a structured tree having equal path lengths between the root vertex and each bottom vertex for search purposes. Keys are deleted and inserted to the bottom vertices by restructuring the tree under control of computer instructions.
    • 二叉搜索树被构造成使得与底部顶点中的数据相关联的键或地址以预定顺序排列,例如升序键地址顺序。 根顶点和每个层次顶点包含来自每个子顶点的最低值密钥,因此按键值顺序类似地布置。 每个级别的每个顶点包含至少k个和不超过2k-1个密钥,其中k是整数<= 2,并且对于给定级别的所有顶点是常数,但是可以在各个级别之间变化。 结果是一个结构化的树,其根顶点和每个底部顶点之间的路径长度相等,用于搜索目的。 键被删除,并通过在计算机指令的控制下重构树来插入底部顶点。