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  • Note: Abstract, PDF and HTML open in a new window

  • Editor(s):
  • I. A. B. Strachan, University of Glasgow, UK

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Table of Contents - First View Articles...  

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Research Articles

 
 

DIOPHANTINE APPROXIMATION BY PRIMES

KAISA MATOMÄKI

Glasgow Mathematical Journal, First View article
doi:10.1017/S0017089509990176 (About doi), Published Online by Cambridge University Press 31 Jul 2009
 

COMPARISON THEOREMS ON THE OSCILLATION AND ASYMPTOTIC BEHAVIOUR OF HIGHER-ORDER NEUTRAL DIFFERENTIAL EQUATIONS

BAŞAK KARPUZ, ÖZKAN ÖCALAN and SERMIN ÖZTÜRK

Glasgow Mathematical Journal, First View article
doi:10.1017/S0017089509990188 (About doi), Published Online by Cambridge University Press 31 Jul 2009
 

KOSTANT'S PROBLEM AND PARABOLIC SUBGROUPS

JOHAN KÅHRSTRÖM

Glasgow Mathematical Journal, First View article
doi:10.1017/S0017089509990127 (About doi), Published Online by Cambridge University Press 30 Jul 2009
 

ALL NON-ARCHIMEDEAN NORMS ON K[ X1, . . ., Xr]

GHIOCEL GROZA, NICOLAE POPESCU and ALEXANDRU ZAHARESCU

Glasgow Mathematical Journal, First View article
doi:10.1017/S0017089509990115 (About doi), Published Online by Cambridge University Press 30 Jul 2009
 

A NEIGHBOURHOOD CONDITION FOR GRAPHS TO BE FRACTIONAL ( k, m)-DELETED GRAPHS

SIZHONG ZHOU

Glasgow Mathematical Journal, First View article
doi:10.1017/S0017089509990139 (About doi), Published Online by Cambridge University Press 30 Jul 2009
 

THE MOMENTS OF MINKOWSKI QUESTION MARK FUNCTION: THE DYADIC PERIOD FUNCTION

GIEDRIUS ALKAUSKAS

Glasgow Mathematical Journal, First View article
doi:10.1017/S0017089509990152 (About doi), Published Online by Cambridge University Press 30 Jul 2009
 

SOME S0017089509990164_char1 n−2 TERRACES FROM S0017089509990164_char1 n POWER-SEQUENCES, n BEING AN ODD PRIME POWER

IAN ANDERSON and D. A. PREECE

Glasgow Mathematical Journal, First View article
doi:10.1017/S0017089509990164 (About doi), Published Online by Cambridge University Press 30 Jul 2009
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