ClassID:

189467

G06F7/4812 - CPC Classification

Classification description:

Methods or arrangements for processing data by operating upon the order or content of the data handled; Methods or arrangements for performing computations using exclusively denominational number representation, e.g. using binary, ternary, decimal representation using non-contact-making devices, e.g. tube, solid state device; using unspecified devices; Computations with complex numbers Complex multiplication

Recent Application in this class:
#1
20240202273
2024-06-20

EFFICIENT FAULT COUNTERMEASURE THROUGH POLYNOMIAL EVALUATION

#2
20230080578
2023-03-16

DOT PRODUCT ARRAY

#3
20220398295
2022-12-15

N-POINT COMPLEX FOURIER TRANSFORM STRUCTURE HAVING ONLY 2N REAL MULTIPLIES, AND OTHER MATRIX MULTIPLY OPERATIONS

#4
20220393870
2022-12-08

Acceleration of elliptic curve-based isogeny cryptosystems

#5
20220326946
2022-10-13

APPARATUS AND METHOD FOR SCALING PRE-SCALED RESULTS OF COMPLEX MUTIPLY-ACCUMULATE OPERATIONS ON PACKED REAL AND IMAGINARY DATA ELEMENTS

#6
20220129264
2022-04-28

Apparatus and method for complex multiplication

#7
20220069980
2022-03-03

Information processing apparatus, secure computation method, and program

#8
20210263991
2021-08-26

Fast Fourier transform circuit of audio processing device

#9
20200218509
2020-07-09

Multiplication circuit, system on chip, and electronic device

#10
20200192663
2020-06-18

Apparatus and method for complex multiplication

#11
20200050429
2020-02-13

Method and system for elastic precision enhancement using dynamic shifting in neural networks

#12
20190303748
2019-10-03

Common factor mass multiplication circuitry

#13
20190163473
2019-05-30

Apparatus and method for complex multiplication

#14
20190163472
2019-05-30

Apparatus and method for complex multiply and accumulate

#15
20190121614
2019-04-25

Integrated circuits with specialized processing blocks for performing floating-point fast fourier transforms and complex multiplication

#16
20190102194
2019-04-04

Apparatus and method for multiplication and accumulation of complex and real packed data elements

#17
20190102190
2019-04-04

Apparatus and method for scaling pre-scaled results of complex multiply-accumulate operations on packed real and imaginary data elements

#18
20190042537
2019-02-07

Method and apparatus for concurrent reading and calculation of mixed radix DFT/IDFT

#19
20180252514
2018-09-06

Process robust overlay metrology based on optical scatterometry

#20
20180088906
2018-03-29

Integrated circuits with specialized processing blocks for performing floating-point fast fourier transforms and complex multiplication

#21
20170068518
2017-03-09

Apparatus and method for controlling operation

#22
20160330020
2016-11-10

Methods and devices for fixed execution flow multiplier recoding and scalar multiplication

#23
20160239297
2016-08-18

Instruction types for providing a result of an arithmetic operation on a selected vector input element to multiple adjacent vector output elements

#24
20160239267
2016-08-18

Modular multiplication using look-up tables

#25
20140032626
2014-01-30

MULTIPLY ACCUMULATE UNIT ARCHITECTURE OPTIMIZED FOR BOTH REAL AND COMPLEX MULTIPLICATION OPERATIONS AND SINGLE INSTRUCTION, MULTIPLE DATA PROCESSING UNIT INCORPORATING THE SAME

#26
20130282783
2013-10-24

Systems and methods for a floating-point multiplication and accumulation unit using a partial-product multiplier in digital signal processors

#27
20130046804
2013-02-21

Method for implementing 32 bit complex multiplication by using 16-bit complex multipliers

#28
20130007421
2013-01-03

Methods and apparatus for efficient complex long multiplication and covariance matrix implementation

#29
20120331028
2012-12-27

Processor for performing multiply-add operations on packed data

#30
20120216018
2012-08-23

Processor for performing multiply-add operations on packed data

#31
20120215826
2012-08-23

System and method to implement a matrix multiply unit of a broadband processor

#32
20120173600
2012-07-05

Apparatus and method for performing a complex number operation using a single instruction multiple data (SIMD) architecture

#33
20120166511
2012-06-28

SYSTEM, APPARATUS, AND METHOD FOR IMPROVED EFFICIENCY OF EXECUTION IN SIGNAL PROCESSING ALGORITHMS

#34
20120157008
2012-06-21

Method for avoiding overflow of multiplication of roots-of-unity by using overflow safe approximated values table

#35
20110264895
2011-10-27

Method and apparatus for performing multiply-add operations on packed data

#36
20100121899
2010-05-13

Methods and apparatus for efficient complex long multiplication and covariance matrix implementation

#37
20100106944
2010-04-29

Data processing apparatus and method for performing N-way interleaving and de-interleaving operations where N is an odd plural number

#38
20090265409
2009-10-22

Processor for performing multiply-add operations on packed data

#39
20090094309
2009-04-09

System and method to implement a matrix multiply unit of a broadband processor

#40
20090055455
2009-02-26

MICROPROCESSOR

#41
20070210958
2007-09-13

Systems and methods for extracting coherent correlation data

#42
20070198815
2007-08-23

Programmable digital signal processor having a clustered SIMD microarchitecture including a complex short multiplier and an independent vector load unit

#43
20060224656
2006-10-05

Methods and apparatus for efficient complex long multiplication and covariance matrix implementation

#44
20060004902
2006-01-05

Reconfigurable circuit with programmable split adder

#45
20050125476
2005-06-09

Data processing apparatus and method for performing arithmetic operations in SIMD data processing

#46
20050071415
2005-03-31

Systems for performing multiply-accumulate operations on operands representing complex numbers

#47
20050071414
2005-03-31

Systems for performing multiplication operations on operands representing complex numbers

#48
18617352
2025-12-02

Apparatus and method for complex multiplication

#49
16373524
2020-06-02

Digital signal processing block

#50
14995100
2017-10-03

Multiplier circuits configurable for real or complex operation