MR1676878
Yamazawa, Hiroshi
Hiroshi YAMAZAWA
Newton polyhedrons and a formal Gevrey space of double indices for linear partial differential operators
Funkcialaj Ekvacioj. Serio Internacia
41
1998
337--345
http://fe.math.kobe-u.ac.jp/FE/FullPapers/vol41/fe41-3-1.pdf
http://fe.math.kobe-u.ac.jp/FE/FE_pdf_with_bookmark/FE41-45-en_KML/fe41-337-345/fe41-337-345.pdf
http://www.ams.org/mathscinet-getitem?mr=MR1676878
fe41-337-345
1998
Newton Polyhedrons and a Formal Gevrey Space of Double Indices for Linear Partial Differential Operators
YAMAZAWA, Hiroshi
YAMAZAWA, Hiroshi
M
Miyake, M.
Newton polygons and formal Gevrey indices in the Cauchy-Goursat-Fuchs type equations
J. Math. Soc. Japan
43
1991
305-329
MR1096436
100
Cache/Mi/Miyake,Cauchy-Goursat-Fuchs,J*,1991,1992
MH
Miyake, M.; Hashimoto, Y.
Newton polygons and Gevrey indices for linear partial differential operators
Nagoya Math. J.
128
1992
15-47
MR1197030
100
Cache/Mi/Miyake,polygons,Nagoya*,1992,1993
BG
Bengel, G.; Gérard, R.
Formal and convergent solutions of singular partial differential equations
Manuscripta Math.
38
1982
343-373
MR0667921
100
Cache/Be/Bengel,convergent,Manuscripta*,1982,1983
W
Wagschal, C.
Problème de Cauchy analytique a données méromorphes
J. Math. pures et appl.
51
1972
375-397
MR0348286
85
Cache/Wa/Wagschal,*,J*,1972,1973