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Corrigendum

COUNTING RATIONAL POINTS ON CUBIC HYPERSURFACES: CORRIGENDUM COUNTING RATIONAL POINTS ON CUBIC HYPERSURFACES: CORRIGENDUM

false

Abstract
Article Structure
Figures and Tables
References

T. D. Browning

Mathematika / FirstView Articles

Copyright © University College London 2013

DOI: http://dx.doi.org/10.1112/S0025579313000132 (About DOI), Published online: Fri Sep 06 00:00:00 BST 2013

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Abstract
PDF (105 KB)
References
(5 KB)
Original Article

Research Articles

ALMOST-PRIME -TUPLES ALMOST-PRIME \$k\$-TUPLES

false

Abstract
Article Structure
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James Maynard

Mathematika / FirstView Articles

Copyright © University College London 2013

DOI: http://dx.doi.org/10.1112/S0025579313000028 (About DOI), Published online: Fri Sep 06 00:00:00 BST 2013

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Abstract
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(17 KB)

RESTRICTED INVERTIBILITY AND THE BANACH–MAZUR DISTANCE TO THE CUBE RESTRICTED INVERTIBILITY AND THE BANACH–MAZUR DISTANCE TO THE CUBE

false

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Pierre Youssef

Mathematika / FirstView Articles

Copyright © University College London 2013

DOI: http://dx.doi.org/10.1112/S0025579313000144 (About DOI), Published online: Mon Sep 02 00:00:00 BST 2013

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Abstract
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(22 KB)

PERFECT POWERS WITH THREE DIGITS PERFECT POWERS WITH THREE DIGITS

false

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Michael A. Bennett and Yann Bugeaud

Mathematika / FirstView Articles

Copyright © University College London 2013

DOI: http://dx.doi.org/10.1112/S0025579313000107 (About DOI), Published online: Tue Aug 06 00:00:00 BST 2013

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Abstract
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(21 KB)

A RANGE PROPERTY RELATED TO NON-EXPANSIVE OPERATORS A RANGE PROPERTY RELATED TO NON-EXPANSIVE OPERATORS

false

Abstract
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Biagio Ricceri

Mathematika / FirstView Articles

Copyright © University College London 2013

DOI: http://dx.doi.org/10.1112/S0025579313000120 (About DOI), Published online: Tue Aug 06 00:00:00 BST 2013

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Abstract
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(9 KB)

NASH-WILLIAMS’ THEOREM ON DECOMPOSING GRAPHS INTO FORESTS NASH-WILLIAMS’ THEOREM ON DECOMPOSING GRAPHS INTO FORESTS

false

Abstract
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Christian Reiher and Lisa Sauermann

Mathematika / FirstView Articles

Copyright © University College London 2013

DOI: http://dx.doi.org/10.1112/S0025579313000119 (About DOI), Published online: Tue Aug 06 00:00:00 BST 2013

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Abstract
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(8 KB)

ON WARING’S PROBLEM: TWO SQUARES AND THREE BIQUADRATES ON WARING’S PROBLEM: TWO SQUARES AND THREE BIQUADRATES

false

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John B. Friedlander and Trevor D. Wooley

Mathematika / FirstView Articles

Copyright © University College London 2013

DOI: http://dx.doi.org/10.1112/S0025579313000089 (About DOI), Published online: Fri Jun 28 00:00:00 BST 2013

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Abstract
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(18 KB)

REPRESENTING AN ELEMENT IN ${\mathbf{F} }_{q} [t]$ AS THE SUM OF TWO IRREDUCIBLES REPRESENTING AN ELEMENT IN \${\mathbf{F} }_{q} [t] \$ AS THE SUM OF TWO IRREDUCIBLES

false

Abstract
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Andreas O. Bender

Mathematika / FirstView Articles

Copyright © University College London 2013

DOI: http://dx.doi.org/10.1112/S0025579313000065 (About DOI), Published online: Thu May 23 00:00:00 BST 2013

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Abstract
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(31 KB)

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