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NORMAL BASES FOR FUNCTION FIELDS
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- Bulletin of the Australian Mathematical Society , First View
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- 06 May 2024, pp. 1-12
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On
${\it\lambda}$-invariants attached to cyclic cubic number fields
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- LMS Journal of Computation and Mathematics / Volume 18 / Issue 1 / 2015
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- 01 December 2015, pp. 684-698
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The convergence of Euler products over p-adic number fields
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- Proceedings of the Edinburgh Mathematical Society / Volume 52 / Issue 3 / October 2009
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- 23 September 2009, pp. 583-606
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A Dirichlet series expansion for the p-adic zeta-function
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- Journal of the Australian Mathematical Society / Volume 81 / Issue 2 / October 2006
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- 09 April 2009, pp. 215-224
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- October 2006
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Class number formulae in the form of a product of determinants in function fields
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- Journal of the Australian Mathematical Society / Volume 78 / Issue 2 / April 2005
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- 09 April 2009, pp. 227-238
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- April 2005
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Bases for cyclotomic units over function fields
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- Journal of the Australian Mathematical Society / Volume 70 / Issue 1 / February 2001
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- 09 April 2009, pp. 56-70
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- February 2001
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