SCOPUS 정보 검색 플랫폼

Volumn 47, Issue 1, 2001, Pages 375-386

Cancer chemotherapy optimization under evolving drug resistance

b NONE

Author keywords

Biomedical modeling; Infinite dimensional models; Optimal control

Indexed keywords

CHEMOTHERAPY; CONTROL SYSTEM SYNTHESIS; CONTROLLED DRUG DELIVERY; MATHEMATICAL MODELS; OPTIMAL CONTROL SYSTEMS; OPTIMIZATION;

DRUG RESISTANCE;

ONCOLOGY;

EID: 0035421657 PISSN: 0362546X EISSN: None Source Type: Journal
DOI: 10.1016/S0362-546X(01)00184-5 Document Type: Article

Times cited : (31)

References (17)

1
- 0028283893
- Gene amplification by unequal chromatid exchange: Probabilistic modeling and analysis of drug resistance data
- (1993) Journal of Theoretical Biology , vol.168 , pp. 151-159
- Axelrod, D.E.¹ Baggerly, K.A.² Kimmel, M.³

2
- 0002784625
- The optimal control of systems with transport lag
- (1969) Advances in Control Systems , vol.7 , pp. 165-224
- Bate, R.B.¹

3
- 0002864034
- A gradient method for application of chemotherapy protocols
- (1995) Journal of Biological Systems , vol.3 , Issue.1 , pp. 3-11
- Duda, Z.¹

4
- 0002712001
- Numerical solutions to bilinear models arising in cancer chemotherapy
- (1997) Nonlinear World , vol.4 , pp. 53-72
- Duda, Z.¹

6
- 0026031131
- The dynamics of gene amplification described as a multitype compartmental model and as a branching process
- (1991) Math. Biosci. , vol.103 , pp. 115-138
- Harnevo, L.E.¹ Agur, Z.²

7
- 0026722363
- Drug resistance as a dynamic process in a model for multistep gene amplification under various levels of selection stringency
- (1992) Cancer Chemother. Pharmacol. , vol.30 , pp. 469-476
- Harnevo, L.E.¹ Agur, Z.²

8
- 0025375922
- Mathematical models of gene amplification with applications to cellular drug resistance and tumorigenicity
- (1990) Genetics , vol.125 , pp. 633-644
- Kimmel, M.¹ Axelrod, D.E.²

9
- 0028388741
- Time - Continuous branching walk models of unstable gene amplification
- (1994) Bull. Math. Biol. , vol.56 , pp. 337-357
- Kimmel, M.¹ Stivers, D.N.²

10
- 0004316449
- Optimal control for a mathematical model of cancer chemotherapy
- (2000) Proc. of the IASTED Int. Conf. Control and Applications CA '2000 , pp. 8-14
- Ledzewicz, U.¹ Schaettler, H.²

11
- 0002785428
- Qualitative analysis of the infinite-dimensional model of evolution of drug resistance
- World Scientific
- (1997) Advances in Mathematical Population Dynamics - Molecules, Cells and Man , pp. 595-612
- Polanski, A.¹ Kimmel, M.² Swierniak, A.³

12
- 0005600460
- Gradient method for finding optimal scheduling in infinite dimensional models of chemotherapy
- in print
- (2001) Journal of Theoretical Medicine , vol.4
- Smieja, J.¹ Swierniak, A.² Duda, Z.³

13
- 0001358236
- Singularity of optimal control problems arising in cancer chemotherapy
- (1994) Math. and Comp. Modeling , vol.19 , pp. 255-262
- Swierniak, A.¹ Duda, Z.²

14
- 0031673822
- Infinite dimensional model of evolution of drug resistance of cancer cells
- (1997) Journal of Mathematical Systems, Estimation and Control , vol.8 , Issue.1 , pp. 1-17
- Swierniak, A.¹ Kimmel, M.² Polanski, A.³

15
- 0003039628
- All solutions to the tpbvp arising in cancer chemotherapy
- (1993) Proc. 7 Symp. System, Modeling, Control , pp. 223-229
- Swierniak, A.¹ Polanski, A.²

16
- 0000187513
- Drug resistance as infinite dimensional control process with positive feedback
- (1998) Proc. of 5 th Intern. Symp.: Methods and Models in Automation and Robotics , vol.1 , pp. 285-289
- Swierniak, A.¹ Polanski, A.² Smieja, J.³ Kimmel, M.⁴

17
- 0242672936
- Molecular dissection of mammalian gene amplification: New mechanistic insights revealed by analysis of very early events
- (1992) Mutat. Res. , vol.276 , pp. 199-224
- Windle, B.¹ Wahl, G.M.²

* 이 정보는 Elsevier사의 SCOPUS DB에서 KISTI가 분석하여 추출한 것입니다.