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Murid, A. H. M.
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Murid, A. H. M.
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Murid, A. H. M.
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1
Existence conditions for periodic solutions of second-order neutral delay differential equations with piecewise constant arguments
by
Muminov, M. I.
,
Murid
,
A
.
H
.
M
.
Published 2020
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2
Numerical conformal mapping for exterior regions via the kerzman-stein kernel
by
Murid
,
A
.
H
.
M
.
,
Nashed, M. Z.
,
Razali, M. R. M.
Published 1998
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3
A boundary integral equation related to the ahlfors map
by
Muminov, M.I
,
Murid
,
A.H.M
,
Wahid, N.H.A.A
Published 2021
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4
Solving Robin problems in multiply connected regions via an integral equation with the generalized Neumann kernel
by
Al-Shatri, S. H. H.
,
Murid
,
A
.
H
.
M
.
,
Ismail, M.
,
Muminov, M. I.
Published 2016
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5
A mathematical model for wastewater treatment process of an oxidation pond
by
Hamzah, A. S. A.
,
Banitalebi, A.
,
Murid
,
A
.
H
.
M
.
,
Aziz, Z. A.
,
Ramli, H.
,
Rahman, H.
,
Hamdon, N.
Published 2016
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6
A three competing species model for wastewater treatment: case study on Taman Timur oxidation pond, Johor Bahru
by
Hamzah, A. S. A.
,
Murid
,
A
.
H
.
M
.
,
Zainuddin, Z. M.
,
Aziz, Z. A.
,
Ramli, H.
,
Rahman, H.
,
Hamdon, N.
Published 2016
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7
Methods and comparisons for computing the zeros of the Ahlfors map for doubly connected regions
by
Chong Z.L
,
Hamid N.N.A
,
Kasihmuddin M.S.M
,
Kong V.P
,
Muminov, M.I
,
Murid
,
A.H.M
,
Sek S.K
,
Teh W.C
,
Wahid, N.H.A.A
Published 2021
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Related Subjects
QA Mathematics
Ahlfors map
Kerzman-Stein kernel
Multiply connected region
Neumann kernel
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