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Author ID: yates.james-w-t Recent zbMATH articles by "Yates, James W. T."
Published as: Yates, James W. T.; Yates, James; Yates, J. W.
Documents Indexed: 7 Publications since 1981
Co-Authors: 13 Co-Authors with 6 Joint Publications
655 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

4 Publications have been cited 17 times in 17 Documents Cited by Year
The existence of Howell designs of side n+1 and order 2n. Zbl 0491.05015
Schellenberg, P. J.; Stinson, D. R.; Vanstone, S. A.; Yates, J. W.
6
1981
Structural identifiability analysis via symmetries of differential equations. Zbl 1180.93033
Yates, James W. T.; Evans, Neil D.; Chappell, Michael J.
5
2009
Identifying and characterising the impact of excitability in a mathematical model of tumour-immune interactions. Zbl 1455.92031
Osojnik, Ana; Gaffney, Eamonn A.; Davies, Michael; Yates, James W. T.; Byrne, Helen M.
5
2020
Targeting cellular DNA damage responses in cancer: an in vitro-calibrated agent-based model simulating monolayer and spheroid treatment responses to ATR-inhibiting drugs. Zbl 1471.92154
Hamis, Sara; Yates, James; Chaplain, Mark A. J.; Powathil, Gibin G.
1
2021
Targeting cellular DNA damage responses in cancer: an in vitro-calibrated agent-based model simulating monolayer and spheroid treatment responses to ATR-inhibiting drugs. Zbl 1471.92154
Hamis, Sara; Yates, James; Chaplain, Mark A. J.; Powathil, Gibin G.
1
2021
Identifying and characterising the impact of excitability in a mathematical model of tumour-immune interactions. Zbl 1455.92031
Osojnik, Ana; Gaffney, Eamonn A.; Davies, Michael; Yates, James W. T.; Byrne, Helen M.
5
2020
Structural identifiability analysis via symmetries of differential equations. Zbl 1180.93033
Yates, James W. T.; Evans, Neil D.; Chappell, Michael J.
5
2009
The existence of Howell designs of side n+1 and order 2n. Zbl 0491.05015
Schellenberg, P. J.; Stinson, D. R.; Vanstone, S. A.; Yates, J. W.
6
1981

Citations by Year