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Article

How to link to Intel® IPP for macOS* Libraries in an Application

This document provides information on how to use Intel® IPP in Xcode and command line.
Автор: Ying H. (Intel) Последнее обновление: 31.07.2019 - 14:30
Article

About cross compiling

Summary related information how to cross compile projects using -32 and -m64
Автор: Последнее обновление: 25.05.2018 - 15:30
Article

Using Intel® MKL in GROMACS

This application note will explains how to use Intel MKL with GROMACS
Автор: Последнее обновление: 25.03.2019 - 09:50
Article

Using Intel® MKL in GNU Octave

This application note will describe how to use Intel MKL with Octave.
Автор: Последнее обновление: 27.03.2019 - 12:20
Article

Demo: Advantage of Westmere Crypto Acceleration Engine

Purpose of this demo is to show an advantage of Westmere Crypto Acceleration Engine.
Автор: Последнее обновление: 04.02.2019 - 15:08
Article

Quick Link Intel® MKL In Xcode* IDE: A Fortran Sample

Quick link Intel® Math Kernel Library against your application under XCode Integrated Development Environment. A Fortran sample is provided.
Автор: Ying H. (Intel) Последнее обновление: 25.05.2018 - 11:48
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Exploring Intel® Transactional Synchronization Extensions with Intel® Software Development Emulator

Intel® Transactional Synchronization Extensions (Intel® TSX) is perhaps one of the most non-trivial extensions of instruction set architecture introduced in the 4th generation Intel® Cor

Автор: Roman Dementiev (Intel) Последнее обновление: 06.07.2019 - 17:00
Article

Optimize Financial Applications using Intel® Math Kernel Library

Intel® Math Kernel Library (Intel® MKL) contains a wealth of highly optimized math functions that are fundamental to a wide variety of Financial Applications.

Автор: Zhang, Zhang (Intel) Последнее обновление: 25.05.2018 - 15:30
Блоги

Using the Intel Power Gadget API on Mac OS X

Using the Intel® Power Gadget API on Mac OS X*
Автор: Patrick Konsor (Intel) Последнее обновление: 10.06.2019 - 15:24
Article

Introduction to the Intel® MKL Extended Eigensolver

 

Автор: Zhang, Zhang (Intel) Последнее обновление: 06.07.2019 - 16:30