Art No.
|
Title |
Author (s) |
|
1 |
On
a Subset of Bazilevic Functions
|
Marjono and
D. K. Thomas |
|
2 |
On
an Extension of Edwards's Double Integral with Applications
|
I. Kim,
S. Jun,
Y. Vyas and
A. K. Rathie |
|
3 |
Formulation of Approximate Mathematical Model for Incoming Water to Some
Dams on Tigris and Euphrates Rivers Using Spline Function
|
Nadia M. J.
Ibrahem,
Heba A. Abd
Al-Razak, and
Muna M.
Mustafa |
|
4 |
An
Existence of the Solution to Neutral Stochastic Functional Differential
Equations Under the Holder Condition
|
Young-Ho Kim |
|
5 |
Solving Two Point Boundary Value Problems by Modified Sumudu Transform
Homotopy Perturbation Method
|
Asem AL Nemrat
and Zarita
Zainuddin |
|
6 |
Kinematic Model for Magnetic Null-points in 2 Dimensions
|
Ali Khalaf Hussain Al-Hachami |
|
7 |
Some New Mappings Related to Weighted Mean Inequalities
|
Xiu-Fen Ma |
|
8 |
A
New Adomian Approach to Solving Integral Equations of Fredholm and
Volterra Second Kind
|
Ouedraogo Seny,
Nebie Abdoul
Wassiha,
Youssouf Pare,
Blaise Some |
|
9 |
On
the Polyconvolution of Hartley Integral Transforms H1, H2,
H1 and Integral Equations
|
Nguyen Minh Khoa
and Dau Xuan
Luong |
|
10 |
Extension of Factorization Theorems of Maurey to s-positively
Homogeneous Operators
|
Abdelmoumen
Tiaiba |
|
11 |
Global Analysis on Riemannian Manifolds
|
Louis Omenyi
and Michael
Uchenna |
|
12 |
Countable Ordinal Spaces and Compact Countable Subsets of a Metric Space |
B.
Alvarez-Samaniego,
A. Merino |
|
13 |
The Concept of Convergence for 2-Dimensional Subspaces Sequence in
Normed Spaces |
M. Manuharawati,
D. N. Yunianti,
M. Jakfar |
|
14 |
Bounds on the Jensen Gap, and Implications for Mean-Concentrated
Distributions |
Xiang Gao,
Meera Sitharam,
Adrian E. Roitberg |
|
15 |
A
new approach to the study of fixed point for simulation functions with
application in G-metric spaces
|
Komi
Afassinou and
Ojen Kumar
Narain |
|
16 |
Some fixed point results in partial S-metric spaces
|
M. M. Rezaee,
S. Sedghi,
A.
Mukheimer,
K. Abodayeh,
and Z. D.
Mitrovic |
|
17 |
Weyl's theorem for class Q and k-quasi class Q Operators
|
S.
Parvatham and
D.
Senthilkumar |
|
18 |
Structural and Spectral Properties of k-Quasi Class Q Operators
|
Valdete
Rexhëbeqaj Hamiti and
Shqipe Lohaj |
