On Generalized Schönemann Polynomials

Bishnoi, Anuj; Khanduja, Sudesh K.

doi:10.1080/00927872.2012.658534

Communications in Algebra

2013

DOI: 10.1080/00927872.2012.658534

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On Generalized Schönemann Polynomials

Anuj Bishnoi

Sudesh K. Khanduja

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2023

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A note on saturated distinguished chains of length one

Nikseresht

2023

J. Algebra Appl.

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Let [Formula: see text] be a Henselian valued field. In this paper, we investigate algebraic elements [Formula: see text] having saturated distinguished chains of length one over [Formula: see text]. We provide some characterizations for them. In particular, we characterize all irreducible polynomials over [Formula: see text] whose roots have saturated distinguished chains of length one. Moreover, using the properties of such elements we give various necessary, sufficient, or both conditions for the metric invariants of algebraic elements to be equal.

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A note on saturated distinguished chains of length one

Nikseresht

2023

J. Algebra Appl.

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show abstract

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On Generalized Schönemann Polynomials

Cited by 1 publication

References 9 publications

A note on saturated distinguished chains of length one

A note on saturated distinguished chains of length one

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