The Basics of MRI
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|Joseph P. Hornak; Rochester Institute of Technology|
|An introduction to magnetic resonance imagining, which is based on the principles of nuclear magnetic resonance (NMR), a spectroscopic technique used by scientists to obtain microscopic chemical and physical information about molecules. See, in particular, The Mathematics of NMR: Exponential Functions, Trigonometric Functions, Differentials and Integrals, Vectors, Matrices, Coordinate Transformations, Convolutions, Imaginary Numbers, and The Fourier Transform. Includes a glossary, a list of symbols, and references. In English, Japanese, and Russian.|
|Resource Types:||Bibliographies, Dictionaries, Glossaries, Thesauri|
|Math Topics:||Matrices, Vectors, Fourier Analysis/Wavelets, Imaginary/Complex Numbers, Differentiation, Integration, Functions, Medicine/Health|
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