COMPUTATION OF THE TORSION SUBGROUP OF WHITEHEAD GROUP OF A SEMIRAMIFIED DIVISION ALGEBRA

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Motiee Mehran

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Seminar Paper

Paper Information

Seminar: IRANIAN ALGEBRA SEMINAR
Year:2016 | Issue:25

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Title

COMPUTATION OF THE TORSION SUBGROUP OF WHITEHEAD GROUP OF A SEMIRAMIFIED DIVISION ALGEBRA

Author(s)

Motiee Mehran

Keywords

DIVISION ALGEBRA

WHITEHEAD GROUP

VALUATION

Abstract

LET D BE A DIVISION ALGEBRA FINITE-DIMENSIONAL OVER ITS CENTER F. LET &NBSP;K1(D) BE ITS WHITEHEAD GROUP AND T(D) BE THE TORSION SUBGROUP OF K1(D). WE ESTABLISH A CONNECTION BETWEEN T(D), DATA OVER THE RESIDUE ALGEBRA, AND RELATIVE VALUE GROUP WHENF ADMITS A HENSELIAN VALUATION. IN THE CASE THAT D IS A NICELY SEMIRAMIFIED DIVISION ALGEBRA WE GIVE AN EXPLICIT FORMULA FOR T(D).

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APA: Copy

Motiee, Mehran. (2016). COMPUTATION OF THE TORSION SUBGROUP OF WHITEHEAD GROUP OF A SEMIRAMIFIED DIVISION ALGEBRA. IRANIAN ALGEBRA SEMINAR. SID. https://sid.ir/paper/938692/en

Vancouver: Copy

Motiee Mehran. COMPUTATION OF THE TORSION SUBGROUP OF WHITEHEAD GROUP OF A SEMIRAMIFIED DIVISION ALGEBRA. 2016. Available from: https://sid.ir/paper/938692/en

IEEE: Copy

Mehran Motiee, “COMPUTATION OF THE TORSION SUBGROUP OF WHITEHEAD GROUP OF A SEMIRAMIFIED DIVISION ALGEBRA,” presented at the IRANIAN ALGEBRA SEMINAR. 2016, [Online]. Available: https://sid.ir/paper/938692/en

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