от компании (организации): HUAWEI в городе (населённом пункте): Москва, Россия
в отрасли экономики "Наука, образование" → "Физика"
с заработной платой: по договоренности
Вакансия № 21802052 добавлена в базу данных сайта Работа в Москве и Московской области (МО, Подмосковье): Суббота, 19 октября 2024 года.
Дата обновления вакансии № 21802052 на сайте Работа в Москве и Московской области (МО, Подмосковье): Понедельник, 11 ноября 2024 года.
Обращаем Ваше внимание, что на момент обращения к работодателю вакансия № 21802052 может быть уже занята. Администрация сайта Работа в Москве и Московской области (МО, Подмосковье) приносит извинения за доставленные неудобства.
Требования к опыту работы:
1–3 года
Тип занятости:
полная занятость
График работы:
полный день
Дополнительные сведения о вакансии: Applied Matematician in Telecommunications
Background
Information and telecommunication theories create a big amount of challenges in field of applied mathematics. The most complicated tasks appear in so called physical layer where we work mostly with physical fields and digital representation of those. Strong competence in nonlinear differential equations, non-convex optimization, linear algebra and discrete math allow to break through the limiting issues and help engineers to create modern equipment with high information capacity.
Responsibilities:
• Research and innovation in the area of nonlinear dynamic systems, information theory, discrete optimization.
• Theory exploration, advanced algorithm design, analysis, and simulation.
• Working and communicating effectively in cross-function team and cooperate with academic / industrial partner.
Required qualifications:
• Familiarity in differential equations theory, numerical math, convex optimization, linear algebra
• Familiarity with information theory and redundant coding.
• Familiarity with python/Matlab/C++.
• Familiarity with theory and common algorithms of telecommunication digital signal processing.
• Fluency in spoken and written English.
Desired qualifications:
• PhD/Master degree in Applied Mathematics/Physics/Computer Science or other related fields.
• Strong background in applied math, nonlinear differential equations, linear algebra, variational approach, control theory.
• Experience of software development for high speed calculations with using GPU or for FPGA/ASIC implementation.
• Familiarity with conventional or machine learning based optimization algorithm.
What we offer:
• Work with cutting-edge technologies & challenging tasks in highly qualified international team
• Opportunity to collaborate with world academic organizations, participate in top international conferences (we also conduct own workshops and conferences, and develop professional communities)
• Opportunity to contribute to real products used by millions of people
• Competitive salary + bonus
• Medical insurance with dental coverage
• Non-working activities (running club, chess tournaments and any many more)
Driving future technologies with focus on customer satisfaction is one of our missions
Welcome to join us!
Huawei is a leading global information and communications technology (ICT) solutions provider. Driven by a commitment to sound operations, ongoing innovation, and open collaboration, we have established a competitive ICT portfolio of end-to-end solutions in telecom and enterprise networks, devices, and cloud technology and services. Our ICT solutions, products, and services are used in more than 170 countries and regions, serving over one-third of the world's population. With 190,000 employees, Huawei is committed to enabling the future information society, and building a Better Connected World. At Huawei, innovation focuses on customer needs. We invest heavily in basic research, concentrating on technological breakthroughs that drive the world forward. Our R&D Institutes do research in mathematics, algorithms, software tools, in fundamental theory of math, physics, chemistry, biology, geometry, logic, thermodynamics, bionics, etc.
Откликнуться на эту вакансию: Applied Matematician in Telecommunications
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