A. V. Goncharsky
МГУ
- Numerical methods in inverse problems
- Microwave Imaging and Scattering Analysis
- Geophysical Methods and Applications
- Seismic Imaging and Inversion Techniques
- Medical Imaging Techniques and Applications
Чем занимается
Ключевые темы по публикациям: Numerical methods in inverse problems; Microwave Imaging and Scattering Analysis; Geophysical Methods and Applications; Seismic Imaging and Inversion Techniques; Medical Imaging Techniques and Applications.
Последние работы
Все 69 в OpenAlex- Numerical Methods for the Solution of Ill-Posed Problems1995
Ill-Posed Problems: Theory and Applications1994 · аннотациясвернуть
Preface. Introduction. 1. General problems of regularizability. 2. Regularizing algorithms on compacta. 3. Tikhonov's scheme for constructing regularizing algorithms. 4. General technique for constructing linear RA for…
Ill-Posed Problems: Theory and Applications1994 · аннотациясвернуть
Preface. Introduction. 1. General problems of regularizability. 2. Regularizing algorithms on compacta. 3. Tikhonov's scheme for constructing regularizing algorithms. 4. General technique for constructing linear RA for…
Supercomputer technologies in inverse problems of ultrasound tomography2013 · аннотациясвернуть
This study focuses on the development of efficient methods for solving inverse problems of ultrasound tomography as coefficient inverse problems for the wave equation. The inverse problem consists in finding the unknown…
Iterative methods for solving coefficient inverse problems of wave tomography in models with attenuation2017 · аннотациясвернуть
Abstract We develop efficient iterative methods for solving inverse problems of wave tomography in models incorporating both diffraction effects and attenuation. In the inverse problem the aim is to reconstruct the…
- Aspects of solving inverse coefficient problems in medical ultrasound tomography2026
- Iterative Methods for Solving Multi-coefficient Inverse Problems of Nondestructive Testing in Vector Elastic Models2026
- Features of Solving Inverse Problems of Guided Wave Tomography on Supercomputers2026
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Шаблон письма
Здравствуйте, A. V. Goncharsky! Я студент(ка) [курс, факультет, вуз]. Мне интересна тема [опишите интересы своими словами]. Прочитал(а) вашу работу «Numerical Methods for the Solution of Ill-Posed Problems» (1995) — она близка к тому, чем я хочу заниматься. Хочу обсудить возможность выполнить научную работу под вашим руководством. Буду благодарен(на) за ответ — готов(а) рассказать о себе подробнее и прислать резюме. С уважением, [Имя Фамилия]
На этапе теста письмо отправляешь сам из своей почты. Отправка из сервиса и статусы заявок — скоро.