Results 81 to 90 of about 130 (120)
Cyclotomic extensions in stable homotopy theory
This expository paper is a companion to \cite{Rav:gjmcyc}, in which we discuss cyclotomic spectra. Both papers are intended to shed light on the recent resolution of the telescope conjecture by Robert Burklund, Jeremy Hahn, Ishan Levy and Tomer Schlank (hereafter referred to as BHLS) in \cite{BHLS}.
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SUMMARY OF RESULTS AND PROOFS ON FERMAT'S LAST THEOREM: (Fifth Paper). [PDF]
Vandiver HS.
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On a New Problem Concerning Trinomial Congruences Involving Rational Integers. [PDF]
Pearson EH, Vandiver HS.
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On Cyclotomy and Extensions of Gaussian Type Quadratic Relations Involving Numbers of Solutions of Conditional Equations in Finite Fields. [PDF]
Vandiver HS.
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ON ABELIAN EXTENSIONS OVER CYCLOTOMIC ZPl × ... × ZPt-EXTENSIONS
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On cyclotomic ${\bf Z}_{2}$-extensions of imaginary quadratic fields
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On the unramified extensions of the prime cyclotomic number field and its quadratic extensions
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Some of the next articles are maybe not open access.
Springer Undergraduate Mathematics Series, 2018
Brzezinski Juliusz, Juliusz Brzezinski
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Brzezinski Juliusz, Juliusz Brzezinski
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Cyclotomic Extensions of Diagram Algebras
Communications in Algebra, 2008A uniform approach to cyclotomic extensions of diagram algebras is given, focussing on cellular structures. Cyclotomic Temperley–Lieb algebras, cyclotomic Brauer algebras and cyclotomic walled Brauer algebras are discussed as examples.
Steffen Koenig
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