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DISCRETE PHENOMENA IN MIXED PROBLEMS FOR A CLASS OF PARTIAL DIFFERENTIAL EQUATIONS WITH DOUBLE CHARACTERISTICS
DISCRETE PHENOMENA IN MIXED PROBLEMS FOR A CLASS OF PARTIAL DIFFERENTIAL EQUATIONS WITH DOUBLE CHARACTERISTICS
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摘要
As is well known, the partial differential equations with doubl(?) characteristics are far from being well understood. F. Treves has studied the following
作者
王传芳
机构地区
Hangzhou University
出处
《Chinese Science Bulletin》
SCIE
EI
CAS
1981年第8期763-,共1页
关键词
understood
CLASS
卜山
二甲
分类号
O1 [理学—数学]
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1
王传芳.
ON DISCRETE PHENOMENA IN MIXED PROBLEMS[J]
.Chinese Science Bulletin,1980,25(9).
2
李名德,秦禹春.
DISCRETE PHENOMENA IN EXISTENCE IN MIXED PROBLEM[J]
.Chinese Science Bulletin,1981,26(10).
3
Chen Ning Chen Jiqian (Dept. of Math, and Physics, Southwest University of Sci. and Tech., Mianyang 621010).
BLOW-UP OF THE SOLUTION FOR A KIND OF HIGHER ORDER HYPERBOLIC EVOLUTION SYSTEMS[J]
.Annals of Differential Equations,2006,22(3):253-255.
4
倪星棠.
BOUNDARY VALUE PROBLEMS WITH THREECHARACTERISTIC SUPPORTS FOR LINEAR TOTALLY HYPERBOLIC EQUATION OF THE THIRD ORDER[J]
.Chinese Science Bulletin,1980,25(5):361-369.
5
Shu-qin Zhang.
Solution of Semi-Boundless Mixed Problem for Time-fractional Telegraph Equation[J]
.Acta Mathematicae Applicatae Sinica,2007,23(4):611-618.
6
黄自萍.
A MULTI-GRID ALGORITHM FOR MIXED PROBLEMS WITH PENALTY BY C°-PIECEWISE LINEAR ELEMENT APPROXIMATION[J]
.Numerical Mathematics A Journal of Chinese Universities(English Series),1997,6(2):121-131.
7
WANG WEIKE(Department of Mathematics,Wuhan University,Wuhan 430072,China.).
PROGRESSING WAVE SOLUTIONS TO QUASI-LINEAR SYSTEMS MIXED PROBLEMS[J]
.Chinese Annals of Mathematics,Series B,1994,15(4):401-420.
8
Guochun Wen.
THE MIXED PROBLEM FOR DEGENERATE ELLIPTIC EQUATIONS OF SECOND ORDER[J]
.Analysis in Theory and Applications,2005,21(2):118-131.
9
张健.
BLOW-UP OF SOLUTIONS OF NONLINEAR PSEUDO-HYPERBOLIC EQUATIONS OF GENERALIZED NERVE CONDUCTION TYPE[J]
.Applied Mathematics and Mechanics(English Edition),1989,10(8):713-721.
10
邵志强,陈恕行.
THE MIXED PROBLEM FOR A CLASS OF NONLINEAR SYMMETRIC HYPERBOLIC SYSTEMS WITH DISCONTINUOUS DATA[J]
.Acta Mathematica Scientia,2005,25(4):610-620.
被引量:1
Chinese Science Bulletin
1981年 第8期
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