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East Asian mathematical journal
Journal Basic Information
pISSN :
1226-6973
eISSN :
2287-2833
Journal DOI :
10.7858/eamj
Frequency :
Others
Publisher:
Youngnam Mathematical Society
Editor in Chief :
Jong-Kyu Kim
Volume & Issues
Volume 24, Issue 5 - Dec 2008
Volume 24, Issue 4 - Sep 2008
Volume 24, Issue 3 - Jun 2008
Volume 24, Issue 2 - Apr 2008
Volume 24, Issue 1 - Jan 2008
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1
TIETZE EXTENSION THEOREM FOR ORDERED FUZZY PRE-EXTREMALLY DISCONNECTED SPACES
Uma, M.K. ; Roja, E. ; Balasubramanian, G. ;
East Asian mathematical journal , volume 24, issue 3, 2008, Pages 213~221
Abstract
In this paper, a new class of fuzzy topological spaces called ordered fuzzy pre-extremally disconnected spaces is introduced. Tietze extension theorem for ordered fuzzy pre-extremally disconnected spaces has been discussed as in [9] besides proving several other propositions and lemmas.
2
COMMON FIXED POINT THEOREM FOR MULTIVALUED MAPPINGS IN INTUITIONISTIC FUZZY METRIC SPACE
Sharma, Sushil ; Tilwankar, Prashant ;
East Asian mathematical journal , volume 24, issue 3, 2008, Pages 223~232
Abstract
The purpose of this paper is to prove common fixed point theorem for multivalued mappings satisfying some conditions in intuitionistic fuzzy metric space in the sense of Alaca et al.
3
FIXED POINT THEORY IN
SPACES FOR
INWARD AND CONTRACTIVE URYSOHN TYPE OPERATORS
O'Regan, Donal ;
East Asian mathematical journal , volume 24, issue 3, 2008, Pages 233~249
Abstract
We present new fixed point theorems for inward and weakly inward Urysohn type maps. Also we discuss
Kakutani and contractive type maps.
4
LIMSUP RESULTS FOR THE INCREMENTS OF PARTIAL SUMS OF A RANDOM SEQUENCE
Moon, Hee-Jin ; Choi, Yong-Kab ;
East Asian mathematical journal , volume 24, issue 3, 2008, Pages 251~261
Abstract
Let {
} be a centered strictly stationary random sequence defined by
,
and
where
>
, is a nondecreasing continuous regularly varying function. Suppose that there exists
such that, for any
and
<
, there exist positive constants
and
such that
,
Under some additional conditions, we investigate some limsup results for the increments of partial sum processes of the sequence {
}.
5
STABILITY OF THE
-ESTIMATES AND THE MERGELYAN PROPERTY FOR WEAKLY q-CONVEX MANIFOLDS
Seo, Yeon-Seok ;
East Asian mathematical journal , volume 24, issue 3, 2008, Pages 263~274
Abstract
Let
. We get the stability of the estimates of the
-Neumann problem for (p, r)-forms on a weakly q-convex complex submanifold. As a by-product of the stability of the
-estimates, we get the Mergelyan approximation property for (p, r)-forms on a weakly q-convex complex submanifold which satisfies property (P).
6
A NOTE ON FUNCTIONAL LIMIT THEOREM FOR THE INCREMENTS OF FBM IN SUP-NORM
Hwang, Kyo-Shin ;
East Asian mathematical journal , volume 24, issue 3, 2008, Pages 275~287
Abstract
In this paper, using large deviation results for Gaussian processes, we establish some functional limit theorems for increments of a fractional Brownian motion in the usual sup-norm via estimating large deviation probabilities for increments of a fractional Brownian motion.
7
ON THE NEWTON-KANTOROVICH AND MIRANDA THEOREMS
Argyros, Ioannis K. ;
East Asian mathematical journal , volume 24, issue 3, 2008, Pages 289~293
Abstract
We recently showed in [5] a semilocal convergence theorem that guarantees convergence of Newton's method to a locally unique solution of a nonlinear equation under hypotheses weaker than those of the Newton-Kantorovich theorem [7]. Here, we first weaken Miranda's theorem [1], [9], [10], which is a generalization of the intermediate value theorem. Then, we show that operators satisfying the weakened Newton-Kantorovich conditions satisfy those of the weakened Miranda’s theorem.
8
ON THE SOLUTION OF NONLINEAR EQUATIONS CONTAINING A NON-DIFFERENTIABLE TERM
Argyros, Ioannis K. ;
East Asian mathematical journal , volume 24, issue 3, 2008, Pages 295~304
Abstract
We approximate a locally unique solution of a nonlinear operator equation containing a non-differentiable operator in a Banach space setting using Newton's method. Sufficient conditions for the semilocal convergence of Newton's method in this case have been given by several authors using mainly increasing sequences [1]-[6]. Here, we use center as well as Lipschitz conditions and decreasing majorizing sequences to obtain new sufficient convergence conditions weaker than before in many interesting cases. Numerical examples where our results apply to solve equations but earlier ones cannot [2], [5], [6] are also provided in this study.
9
ON FIXED POINT OF UNIFORMLY PSEUDO-CONTRACTIVE OPERATOR AND SOLUTION OF EQUATION WITH UNIFORMLY ACCRETIVE OPERATOR
Xu, Yuguang ; Liu, Zeqing ; Kang, Shin-Min ;
East Asian mathematical journal , volume 24, issue 3, 2008, Pages 305~315
Abstract
The purpose of this paper is to study the existence and uniqueness of the fixed point of uniformly pseudo-contractive operator and the solution of equation with uniformly accretive operator, and to approximate the fixed point and the solution by the Mann iterative sequence in an arbitrary Banach space or an uniformly smooth Banach space respectively. The results presented in this paper show that if X is a real Banach space and A : X
X is an uniformly accretive operator and (I-A)X is bounded then A is a mapping onto X when A is continuous or
is uniformly convex and A is demicontinuous. Consequently, the corresponding results which depend on the assumptions that the fixed point of operator and solution of the equation are in existence are improved.