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Lecture note on inverse problems and reconstruction methods
Lecture note on inverse problems and reconstruction methods
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Lecture note on inverse problems and reconstruction methods
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Lecture note on inverse problems and reconstruction methods
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Lecture note on inverse problems and reconstruction methods
Lecture note on inverse problems and reconstruction methods
Paper

Lecture note on inverse problems and reconstruction methods

2024
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Overview
The area of inverse problems in mathematics is highly interdisciplinary. In various fields of science, engineering, medicine, and industry, there arises a need to reconstruct information about unknown entities that cannot be directly observed. Examples include medical imaging techniques such as X-ray CT and optical tomography. Indeed, the mathematics of inverse problems has often originated from challenges posed by other fields. Inverse problems are often ill-posed and solutions are unstable. In this lecture, we will explore methods to solve such inverse problems.
Publisher
Cornell University Library, arXiv.org