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Molecular imaging in oncology: Current impact and future directions
Ca-A Cancer Journal for Clinicians, 2022Steven P Rowe, Martin G Pomper
exaly
2017
This chapter is devoted to the theory of fields, Galois theory, geometric constructions by ruler and compass, and the theorem of Abel–Ruffini about the polynomial equations of degree \(n, n\ge 5\). We also discuss cubic and biquadratic equations.
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This chapter is devoted to the theory of fields, Galois theory, geometric constructions by ruler and compass, and the theorem of Abel–Ruffini about the polynomial equations of degree \(n, n\ge 5\). We also discuss cubic and biquadratic equations.
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1974
The first principal theme of this chapter is the structure theory of fields. We shall study a field F in terms of a specified subfield K (F is said to be an extension field of K). The basic facts about field extensions are developed in Section 1, in particular, the distinction between algebraic and transcendental extensions.
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The first principal theme of this chapter is the structure theory of fields. We shall study a field F in terms of a specified subfield K (F is said to be an extension field of K). The basic facts about field extensions are developed in Section 1, in particular, the distinction between algebraic and transcendental extensions.
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Management of glioblastoma: State of the art and future directions
Ca-A Cancer Journal for Clinicians, 2020Aaron Tan, David M Ashley, Giselle Lopez
exaly
AlphaFold2 and its applications in the fields of biology and medicine
Signal Transduction and Targeted Therapy, 2023Zhao Yi
exaly
FROM GALOIS FIELD EXTENSIONS TO GALOIS COMODULES
Advances in Ring Theory, 2005openaire +1 more source