Showing 13 open source projects for "large integer factorization"

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  • 1
    DeepCTR

    DeepCTR

    Package of deep-learning based CTR models

    DeepCTR is a Easy-to-use,Modular and Extendible package of deep-learning based CTR models along with lots of core components layers which can be used to easily build custom models. You can use any complex model with model.fit(), and model.predict(). Provide tf.keras.Model like interface for quick experiment. Provide tensorflow estimator interface for large scale data and distributed training. It is compatible with both tf 1.x and tf 2.x. With the great success of deep learning,DNN-based...
    Downloads: 1 This Week
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  • 2
    gojq

    gojq

    Pure Go implementation of jq

    ...I understand this might cause problems for some scripts but basically, we should not rely on the order of object keys. Due to this limitation, gojq does not have the keys_unsorted function and --sort-keys (-S) option. gojq supports arbitrary-precision integer calculation while jq does not; jq loses the precision of large integers when calculation is involved.
    Downloads: 0 This Week
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  • 3
    Brick\Math

    Brick\Math

    Arbitrary-precision arithmetic library for PHP

    Brick Math is a PHP library that provides arbitrary-precision arithmetic for integers, rational numbers, and decimal numbers. It is designed to overcome the limitations of PHP’s native number handling, especially for applications dealing with large numbers, financial calculations, or scientific computations. Brick Math complies with standards like IEEE 754 and avoids rounding errors inherent to floating-point arithmetic.
    Downloads: 0 This Week
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  • 4
    Optimus id transformation

    Optimus id transformation

    Id obfuscation based on Knuth's multiplicative hashing method for PHP

    With this library, you can transform your internal IDs to obfuscated integers based on Knuth's integer hash. It is similar to Hashids but will generate integers instead of random strings. It is also super fast. If you will be running your code on a 32-bit system or will be working with large prime numbers it is suggested that you install the GMP extension.
    Downloads: 0 This Week
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  • 5

    yafu

    Automated integer factorization

    Check yafu on github for the latest code. YAFU (with assistance from other free software) uses the most powerful modern algorithms (and implementations of them) to factor input integers in a completely automated way. The automation within YAFU is state-of-the-art, combining factorization algorithms in an intelligent and adaptive methodology that minimizes the time to find the factors of arbitrary input integers. Most algorithm implementations are multi-threaded, allowing YAFU to fully...
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    Downloads: 106 This Week
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  • 6
    Albedo

    Albedo

    A recommender system for discovering GitHub repos

    Albedo is an open-source recommender system aimed at helping developers discover GitHub repositories by learning from activity signals. It treats repositories and developers as a graph of interactions and applies large-scale matrix factorization to model affinities, with Apache Spark providing the distributed data processing. The project focuses on implicit feedback—stars, watches, and other engagement metrics—so it can build useful recommendations without explicit ratings. A reproducible setup and Makefile-driven workflow streamline tasks like spinning up services, loading datasets, training models, and generating candidate lists. ...
    Downloads: 0 This Week
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  • 7
    BASIC library for large-integer arithmetic, plus some number theory modules.
    Downloads: 0 This Week
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  • 8

    XInt

    A big number C++ class

    ...XInt stands for eXtended Integer. In fact, they are extended in two directions - l and r. The l extension is the fact that they do not have a size limit (except for available memory) and the r extension is that they have decimal places (also unlimited). A large part of math.h has been overloaded for XInt and the rest will follow. The functions that have not been overloaded (sin etc.) can still be accessed as there are conversion operators to and from long double.
    Downloads: 0 This Week
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  • 9

    Qt Micro Properties Editor

    Minimalistic properties editor for Qt applications

    A minimalistic properties editor for Qt applications based on QTreeWidget.
    Downloads: 0 This Week
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  • 10

    FFT for ARMv6

    Fixed point 16/32 integer FFT library for the Raspberry Pi and Android

    This library is being created as I have a need to do very fast FFTs on low end devices not supporting the NEON instruction set. The Raspberry Pi is an ideal candidate for developing in gcc before porting to JNI for low spec Android devices, hence it's inclusion. Fixed point 16/32 integer FFT library suitable for the Raspberry Pi and Android devices. Includes test stubs for gcc on the Raspberry Pi and a Basic4Android wrapper from JNI. It includes hand optimised ARMv6 assembler, demonstrating techniques such as pipeline stuffing to achieve maximum performance. It also demonstrates how to include large chunks of assembler inline with C/C++ thus avoiding ABI issues between platforms.
    Downloads: 0 This Week
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  • 11
    microhex [discontinued]

    microhex [discontinued]

    Crossplatform hex-editing software based on Python and Qt

    This project is no longer supported. Use it on your own risk (or not use at all). Microhex is an intuitive HEX editing application that enables you to view and manipulate binary data for any file in your computer. Microhex displays the integer column and the characters column, allowing you to add new columns and delete existing ones. Each column can be assigned an unlimited number of linked address bars.
    Downloads: 6 This Week
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  • 12
    LameUtils
    LameUtils contails LameInts (large integer numbers signed and unsigned), LameStrings, and LameArray.
    Downloads: 0 This Week
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  • 13
    MpNT is a multi-precision number theory library that provides a base for building cryptographic applications. It may however be used in any domain where efficient integer, modular, and floating-point computations involving large numbers are required.
    Downloads: 0 This Week
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