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Author ID: huda.samsul Recent zbMATH articles by "Huda, Samsul"
Published as: Huda, Samsul
Documents Indexed: 44 Publications since 1981
Co-Authors: 6 Co-Authors with 1 Joint Publication
109 Co-Co-Authors

Citations contained in zbMATH Open

25 Publication has been cited 1 time in 1 Document Cited by Year
Some third-order rotatable designs. Zbl 0487.62060
Huda, S.
6
1982
Variance of the difference between two estimated responses. Zbl 0574.62069
Huda, S.
5
1985
Minimax designs for estimating the slope of a third-order response surface in a hypercubic region. Zbl 0929.62079
Huda, S.; Al-Shiha, A. A.
5
1998
Some third-order rotatable designs in three dimensions. Zbl 0486.62080
Huda, S.
5
1982
Two third-order rotatable designs in four dimensions. Zbl 0519.62064
Huda, S.
5
1983
On \(D\)- and \(E\)-minimax optimal designs for estimating the axial slopes of a second-order response surface over hypercubic regions. Zbl 0991.62050
Huda, S.; Al-Shiha, A. A.
5
2000
On some \(D_ S\)-optimal designs in spherical regions. Zbl 0800.62459
Huda, S.
4
1991
Minimax second-order designs over hypercubes for the difference between estimated responses at a point and at the centre. Zbl 0901.62092
Huda, S.
4
1997
The construction of third-order rotatable designs in k dimensions from those in lower dimensions. Zbl 0619.62071
Huda, S.
4
1987
Minimax design for the difference between estimated responses for the quadratic model over hypercubic regions. Zbl 1115.62072
Huda, S.
3
2007
On second-order A-, D- and E-minimax designs for estimating slopes in extrapolation and restricted interpolation regions. Zbl 1100.62595
Huda, S.; Al-Shingiti, Arwa M.
3
2004
A comparison of equally spaced designs with different correlation structures in one and more dimensions. Zbl 0479.62061
Herzberg, Agnes M.; Huda, S.
3
1981
Maximum likelihood estimation of components of variance and correlations in the analysis of family data. Zbl 0625.62096
Bener, A.; Huda, S.
2
1987
On \(D_ s\)-efficiency of some D-optimal designs. Zbl 0595.62071
Huda, S.
2
1985
Mixed-cylindrically rotatable designs. Zbl 0652.62075
Huda, S.
1
1987
A note on the analysis of third-order cylindrically rotatable designs of type 3. Zbl 0652.62076
Huda, S.
1
1988
On \(D\)-optimal designs for estimating slope. Zbl 0972.62055
Huda, S.; Al-Shiha, A. A.
1
1999
A method for constructing second-order rotatable designs. Zbl 0486.62076
Huda, S.
1
1981
Cylindrically rotatable designs of type 3: Further considerations. Zbl 0512.62079
Huda, S.
1
1982
On \(D_ s\)-efficiency of D-optimal fourth-order rotatable design. Zbl 0707.62158
Huda, S.; Shafiq, M.
1
1987
On application of association matrices in the analysis of fourth-order rotatable designs. Zbl 0707.62164
Shafiq, M.; Huda, S.
1
1989
Variance functions for second-order 3-grouped cylindrically rotatable designs of type 3. Zbl 0707.62165
Huda, S.
1
1989
The m-grouped cylindrically rotatable designs of types (1,0,m-1), (0,1,m- 1), (1,1,m-2) and (0,0,m). Zbl 0707.62166
Huda, S.
1
1989
Further results on minimax designs to estimate the slope of a response surface. Zbl 0699.62073
Huda, S.
1
1990
Managing food security through food waste and loss: small data to big data. Zbl 1391.90345
Irani, Zahir; Sharif, Amir M.; Lee, Habin; Aktas, Emel; Topaloğlu, Zeynep; van’t Wout, Tamara; Huda, Samsul
1
2018
Managing food security through food waste and loss: small data to big data. Zbl 1391.90345
Irani, Zahir; Sharif, Amir M.; Lee, Habin; Aktas, Emel; Topaloğlu, Zeynep; van’t Wout, Tamara; Huda, Samsul
1
2018
Minimax design for the difference between estimated responses for the quadratic model over hypercubic regions. Zbl 1115.62072
Huda, S.
3
2007
On second-order A-, D- and E-minimax designs for estimating slopes in extrapolation and restricted interpolation regions. Zbl 1100.62595
Huda, S.; Al-Shingiti, Arwa M.
3
2004
On \(D\)- and \(E\)-minimax optimal designs for estimating the axial slopes of a second-order response surface over hypercubic regions. Zbl 0991.62050
Huda, S.; Al-Shiha, A. A.
5
2000
On \(D\)-optimal designs for estimating slope. Zbl 0972.62055
Huda, S.; Al-Shiha, A. A.
1
1999
Minimax designs for estimating the slope of a third-order response surface in a hypercubic region. Zbl 0929.62079
Huda, S.; Al-Shiha, A. A.
5
1998
Minimax second-order designs over hypercubes for the difference between estimated responses at a point and at the centre. Zbl 0901.62092
Huda, S.
4
1997
On some \(D_ S\)-optimal designs in spherical regions. Zbl 0800.62459
Huda, S.
4
1991
Further results on minimax designs to estimate the slope of a response surface. Zbl 0699.62073
Huda, S.
1
1990
On application of association matrices in the analysis of fourth-order rotatable designs. Zbl 0707.62164
Shafiq, M.; Huda, S.
1
1989
Variance functions for second-order 3-grouped cylindrically rotatable designs of type 3. Zbl 0707.62165
Huda, S.
1
1989
The m-grouped cylindrically rotatable designs of types (1,0,m-1), (0,1,m- 1), (1,1,m-2) and (0,0,m). Zbl 0707.62166
Huda, S.
1
1989
A note on the analysis of third-order cylindrically rotatable designs of type 3. Zbl 0652.62076
Huda, S.
1
1988
The construction of third-order rotatable designs in k dimensions from those in lower dimensions. Zbl 0619.62071
Huda, S.
4
1987
Maximum likelihood estimation of components of variance and correlations in the analysis of family data. Zbl 0625.62096
Bener, A.; Huda, S.
2
1987
Mixed-cylindrically rotatable designs. Zbl 0652.62075
Huda, S.
1
1987
On \(D_ s\)-efficiency of D-optimal fourth-order rotatable design. Zbl 0707.62158
Huda, S.; Shafiq, M.
1
1987
Variance of the difference between two estimated responses. Zbl 0574.62069
Huda, S.
5
1985
On \(D_ s\)-efficiency of some D-optimal designs. Zbl 0595.62071
Huda, S.
2
1985
Two third-order rotatable designs in four dimensions. Zbl 0519.62064
Huda, S.
5
1983
Some third-order rotatable designs. Zbl 0487.62060
Huda, S.
6
1982
Some third-order rotatable designs in three dimensions. Zbl 0486.62080
Huda, S.
5
1982
Cylindrically rotatable designs of type 3: Further considerations. Zbl 0512.62079
Huda, S.
1
1982
A comparison of equally spaced designs with different correlation structures in one and more dimensions. Zbl 0479.62061
Herzberg, Agnes M.; Huda, S.
3
1981
A method for constructing second-order rotatable designs. Zbl 0486.62076
Huda, S.
1
1981

Cited by 2 Authors

1 Lin, Yu-Shan
1 Wu, Pei-Ju

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