Patent classifications
G06F7/498
FRACTIONAL POINTER LOOKUP TABLE
Systems, apparatuses, and methods for implementing a fractional pointer lookup table are disclosed. A system includes a fractional pointer lookup table and control logic coupled to the table. The control logic performs an access to the table with a numerator and a denominator, wherein the numerator and the denominator are integers. The control logic receives a result of the lookup, wherein the result is either a rounded-up value of a quotient of the numerator and denominator or a rounded-down value of the quotient. In one embodiment, the control logic provides a fractional pointer to the table with each access and receives a fractional pointer limit from the table. The control logic initializes the fractional pointer to zero, increments the fractional pointer after each access to the table, and resets the fractional pointer to zero when the fractional pointer reaches the fractional pointer limit.
Configurable Processor with Backside Look-Up Table
A configurable processor comprises a processor substrate with a front side and a backside. A programmable memory array is disposed on the backside for storing a look-up table (LUT) for a mathematical function, while an arithmetic logic circuit (ALC) is disposed on the front side for performing at least an arithmetic operation on selected data from the LUT, wherein said mathematical function includes more operation than the arithmetic operations performable by the ALC. Complex mathematical functions can be implemented and configured.
Configurable Processor with In-Package Look-Up Table
A configurable processor comprises a memory die and a logic die. The memory die comprises a programmable memory array for storing a look-up table (LUT) for a mathematical function, while the logic die comprises an arithmetic logic circuit (ALC) for performing at least an arithmetic operation on selected data from the LUT, wherein said mathematical function includes more operation than the arithmetic operations performable by the ALC. Complex mathematical functions can be implemented and configured.
MECHANISM TO PERFORM SINGLE PRECISION FLOATING POINT EXTENDED MATH OPERATIONS
A processor to facilitate execution of a single-precision floating point operation on an operand is disclosed. The processor includes one or more execution units, each having a plurality of floating point units to execute one or more instructions to perform the single-precision floating point operation on the operand, including performing a floating point operation on an exponent component of the operand; and performing a floating point operation on a mantissa component of the operand, comprising dividing the mantissa component into a first sub-component and a second sub-component, determining a result of the floating point operation for the first sub-component and determining a result of the floating point operation for the second sub-component, and returning a result of the floating point operation.
Method and apparatus with data processing
A processor-implemented data processing method includes: normalizing input data of an activation function comprising a division operation; determining dividend data corresponding to a dividend of the division operation by reading, from a memory, a value of a first lookup table addressed by the normalized input data; determining divisor data corresponding to a divisor of the division operation by accumulating the dividend data; and determining output data of the activation function corresponding to an output of the division operation obtained by reading, from the memory, a value of a second lookup table addressed by the dividend data and the divisor data.
Apparatus and Methods of Providing an Efficient Radix-R Fast Fourier Transform
In some embodiments, an apparatus can include a memory configured to store data at a plurality of addresses and a generalized radix-r fast Fourier transform (FFT) processor configured to determine a plurality of FFTs for any positive integer Discrete Fourier Transform (DFT) by utilizing three counters to access the data and the coefficient multipliers at each stage of the FFT processor.
DATA COMPUTING SYSTEM
The present disclosure provides a data computing system. The data computing system comprises: a memory, a processor and an accelerator, wherein the memory is communicatively coupled to the processor and configured to store data to be computed and a computed result, the data being written by the processor; the processor is communicatively coupled to the accelerator and configured to control the accelerator; and the accelerator is communicatively coupled to the memory and configured to access the memory according to pre-configured control information, implement a computing process to produce the computed result and write the computed result back to the memory. The present disclosure also provides an accelerator and a method performed by an accelerator of a data computing system. The present disclosure can improve the execution efficiency of the processor and reduce the computing overhead of the processor.
METHOD AND APPARATUS WITH DATA PROCESSING
A processor-implemented data processing method includes: normalizing input data of an activation function comprising a division operation; determining dividend data corresponding to a dividend of the division operation by reading, from a memory, a value of a first lookup table addressed by the normalized input data; determining divisor data corresponding to a divisor of the division operation by accumulating the dividend data; and determining output data of the activation function corresponding to an output of the division operation obtained by reading, from the memory, a value of a second lookup table addressed by the dividend data and the divisor data.
INTEGRATED CIRCUITS, SYSTEMS, AND METHODS FOR MULTIPLE-PRECISION MULTIPLY-AND-ACCUMULATE OPERATION
Multiple-precision multiply-and-accumulate operation is performed by a multiply-and-accumulate (MAC) unit configured to operate in an integer mode to perform computations on first data-width integer values to produce third data-width integer values and configured to operate in a floating point mode to perform computations on second data-width floating point values to produce third data-width floating point values, wherein the second data width is twice the first data width and the third data width is larger than the second data width. The MAC unit includes a first multiplier configured to multiply two integer values in the integer mode or multiply mantissa values extracted from each of two floating point values in the floating point mode. The MAC unit further includes a second multiplier, and is further configured to multiply two integer values in the integer mode or refrain from using the second multiplier in the floating point mode.
Shooting method, graphical interface, and related apparatus
This application discloses a shooting method, a graphical interface, and a related apparatus. In the method, an electronic device can display a preview interface, and the preview interface is used to display a preview image captured by a camera in real time. The electronic device may include a plurality of look-up table (LUT) templates, and these LUT templates may change a color value of the preview image, so that a display effect of the preview image is similar to or the same as a display effect of a movie, where the display effect may refer to hue, luminance, saturation, and the like. In other words, a shooting mode related to a movie is provided in the method.