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    • 1. 发明授权
    • Color filter array alignment detection
    • 滤色片阵列对准检测
    • US08441562B1
    • 2013-05-14
    • US12875077
    • 2010-09-02
    • Gabor SzedoJose R. Alvarez
    • Gabor SzedoJose R. Alvarez
    • H04N5/335
    • H04N17/002H04N9/045
    • In one embodiment of the present invention, a method for determining a phase alignment of a Bayer color filter array is provided. A quincunx lattice of the color filter array corresponding to a first color component is determined from an input frame of image data. Elements of the color filter array corresponding to first and second rectangular lattices of the color filter array are selected. Second and third color components corresponding to elements of the first and second rectangular lattices are determined from the sample values in an input frame of image data.
    • 在本发明的一个实施例中,提供了一种用于确定拜耳滤色器阵列的相位对准的方法。 从图像数据的输入帧确定与第一颜色分量相对应的滤色器阵列的五点阵。 选择与滤色器阵列的第一和第二矩形格子相对应的滤色器阵列的元件。 从图像数据的输入帧中的样本值确定与第一和第二矩形格子的元素对应的第二和第三颜色成分。
    • 3. 发明授权
    • Methods of reducing aberrations in a digital image
    • 降低数字图像中的像差的方法
    • US08400533B1
    • 2013-03-19
    • US12710866
    • 2010-02-23
    • Gabor SzedoJose R. Alvarez
    • Gabor SzedoJose R. Alvarez
    • H04N5/217H04N9/64H04N9/68H04N5/228
    • H04N9/045H04N5/217H04N9/646
    • A method of reducing aberrations in a digital image comprises capturing input samples associated with a plurality of pixels arranged in a matrix, wherein each pixel is associated with a color defining the digital image; establishing vertical chrominance groups associated with columns of the matrix and horizontal chrominance groups associated with rows of the matrix; determining chrominance values for the chrominance groups; determining, for each chrominance group, a mean value and, a sum of absolute differences between the chrominance values and the mean value for the chrominance values of the chrominance group; calculating, by a signal processing device, a plurality of weights comprising vertical weights associated with the vertical chrominance groups and horizontal weights associated with the horizontal chrominance groups based upon the sums of absolute differences; and determining a missing color component for a predetermined pixel of the plurality of pixels using the plurality of weights.
    • 减少数字图像中的像差的方法包括捕获与排列成矩阵的多个像素相关联的输入样本,其中每个像素与定义数字图像的颜色相关联; 建立与矩阵的列相关联的垂直色度组和与矩阵的行相关联的水平色度组; 确定色度组的色度值; 对于每个色度组,确定色度值的色度值和色度值的色度值的平均值之间的平均值和绝对差之和; 由信号处理装置根据绝对差的和计算包括与垂直色度组相关联的垂直权重和与水平色度组相关联的水平权重的多个权重; 以及使用所述多个权重来确定所述多个像素中的预定像素的缺失颜色分量。
    • 4. 发明授权
    • Interface for managing multiple implementations of a functional block of a circuit design
    • 用于管理电路设计的功能块的多个实现的接口
    • US08181149B1
    • 2012-05-15
    • US12553726
    • 2009-09-03
    • Sean A. KellyGabor Szedo
    • Sean A. KellyGabor Szedo
    • G06F17/50
    • G06F17/5045
    • Approaches for assembling an electronic circuit design. A processor performs operations including instantiating and coupling a plurality of instances of functional blocks in the design, including at least one meta block instance. The plurality of instances of functional blocks are displayed as respective graphical objects and identifiers of two or more implementations for the meta block instance from a meta block library are displayed. In response to designer selection of one implementation from the meta block library, a specification of the selected one implementation for the meta block instance is stored in association with the design. In response to designer selection of a graphical object corresponding to the at least one meta block instance, a designer-editable version of the one implementation is displayed. An updated specification of the one implementation associated with design is stored in response to designer modification of the designer-editable version of the one implementation.
    • 组装电子电路设计的方法。 处理器执行包括在设计中实例化和耦合功能块的多个实例的操作,包括至少一个元块实例。 功能块的多个实例被显示为相应的图形对象,并且显示来自元块库的元块实例的两个或多个实现的标识符。 响应于来自元块库的一个实现的设计者选择,与设计相关联地存储元块实例的所选择的一个实现的规范。 响应于对应于至少一个元块实例的图形对象的设计者选择,显示该一个实现的设计者可编辑版本。 与设计相关联的一个实现的更新规范被存储以响应设计者修改该设计者可编辑版本的一个实现。
    • 5. 发明授权
    • Quadratic approximation for fast fourier transformation
    • 快速傅里叶变换的二次近似
    • US07984091B1
    • 2011-07-19
    • US11250741
    • 2005-10-14
    • Gabor Szedo
    • Gabor Szedo
    • G06F1/02
    • G06F1/035G06F17/142G06F17/17
    • Interpolators for quadratic approximation for sinusoids are described. A sample source providing first order derivatives of sub-sampled sets of phase factor samples is used. A differentiator is coupled to receive the first order derivatives and configured to provide second order derivatives of the first order derivatives. A first scaling device is coupled to receive each of the first order derivatives. A second differentiator is coupled to receive each of the first order derivatives and configured to respectively provide second order derivatives of the first order derivatives. A second scaling device is coupled to receive the second order derivatives. A first integrator is coupled to receive output from the first scaling device for preloading, and to receive output from the second scaling device for integration. A third scaling device is coupled to receive output from the first integrator. A second integrator is coupled to receive output from the third scaling device.
    • 描述了用于正弦曲线的二次逼近的插值器。 使用提供子采样组相位因子样本的一阶导数的样本源。 耦合微分器以接收第一阶导数并且被配置为提供一阶导数的二阶导数。 第一缩放装置被耦合以接收每个第一阶导数。 耦合第二微分器以接收第一阶导数中的每一个并且被配置为分别提供一阶导数的二阶导数。 第二缩放装置被耦合以接收二阶导数。 第一积分器被耦合以接收来自第一缩放装置的输出用于预加载,并且接收来自第二缩放装置的输出用于集成。 第三缩放装置被耦合以接收来自第一积分器的输出。 第二积分器被耦合以接收来自第三缩放装置的输出。
    • 9. 发明授权
    • Memory segmentation for fast fourier transform
    • 快速傅里叶变换的内存分割
    • US07395293B1
    • 2008-07-01
    • US10898628
    • 2004-07-23
    • Gabor SzedoHelen Hai-Jo Tarn
    • Gabor SzedoHelen Hai-Jo Tarn
    • G06F17/14
    • G06F17/142
    • Various approaches for performing a fast-Fourier transform (FFT) of N input data elements using a radix K decomposition of the FFT are disclosed (K>=2, and N>=8). In one approach, N/K input data elements are written to respective ones of K addressable memories, and N/K*logK N passes are performed on the input data. Each pass includes reading K data elements in parallel from the K addressable memories using the respectively generated addresses, the K data elements being in a first order corresponding to the respective memories; permuting the first order of K data elements into a second order of K data elements; performing a radix K calculation on the second order of K data elements, resulting in corresponding result data elements in the second order; permuting the second order of K result data elements into the first order; and writing the K result data elements in parallel to the corresponding K addressable memories using the respective addresses.
    • 公开了使用FFT的小数K分解来执行N个输入数据元素的快速傅里叶变换(FFT)的各种方法(K> = 2,并且N> = 8)。 在一种方法中,将N / K个输入数据元素写入K个可寻址存储器中的相应的一个,并且对输入数据执行N / K * log N N遍。 每次通过包括使用分别产生的地址从K个可寻址存储器中并行读取K个数据元素,K个数据元素处于与各个存储器对应的第一级; 将K个数据元素的第一顺序置换成K个数据元素的二阶; 对K个数据元素的二阶执行基数K计算,得到二阶对应的结果数据元素; 将K个结果数据元素的第二个顺序置换成第一个顺序; 并使用各自的地址将K个结果数据元素与相应的K个可寻址存储器并行地写入。
    • 10. 发明授权
    • Weight normalization in hardware without a division operator
    • 没有划分运算符的硬件权重归一化
    • US08484267B1
    • 2013-07-09
    • US12622327
    • 2009-11-19
    • Gabor Szedo
    • Gabor Szedo
    • G06F7/00G06F7/44
    • G06F7/5443G06F7/49936G06F7/535
    • Weight normalization in hardware or software without a division operator is described, using only right bit shift, addition and subtraction operations. A right bit shift is performed on an expected sum to effectively divide the expected sum by two to provide a first updated value for the expected sum. An iteration is performed which includes: incrementing with a first adder a first variable by the first updated value of the expected sum to provide an updated value for the first variable; subtracting with a first subtractor a second weight from a first weight to provide a first updated value for the first weight; and performing a left bit shift on the second weight to effectively multiply the second weight by two to provide a first updated value for the second weight.
    • 描述了没有除法运算符的硬件或软件的权重归一化,仅使用正确的位移,加法和减法运算。 对预期总和执行右位移位,以有效地将预期和除以2来提供预期总和的第一更新值。 执行迭代,其包括:用第一加法器递增预期和的第一更新值的第一变量,以提供第一变量的更新值; 用第一减法器从第一权重减去第二权重以提供第一权重的第一更新值; 以及对所述第二权重执行左位移,以有效地将所述第二权重乘以2,以提供所述第二权重的第一更新值。