gms | German Medical Science

GMDS 2013: 58. Jahrestagung der Deutschen Gesellschaft für Medizinische Informatik, Biometrie und Epidemiologie e. V. (GMDS)

Deutsche Gesellschaft für Medizinische Informatik, Biometrie und Epidemiologie

01. - 05.09.2013, Lübeck

Overview and Evaluation of Decision-analytic Models for the Treatment of Multiple Myeloma

Meeting Abstract

  • Ursula Rochau - Department of Public Health and Health Technology Assessment, UMIT - University for Health Sciences, Medical Informatics and Technology, Hall in Tirol, AT; Area 4 Health Technology Assessment and Bioinformatics, ONCOTYROL - Center for Personalized Cancer Medicine, Innsbruck, AT
  • Beate Jahn - Department of Public Health and Health Technology Assessment, UMIT - University for Health Sciences, Medical Informatics and Technology, Hall in Tirol, AT
  • Vjollca Qerimi - Department of Public Health and Health Technology Assessment, UMIT - University for Health Sciences, Medical Informatics and Technology, Hall in Tirol, AT; Ss. Cyril and Methodius University in Skopje, Skopje, defau
  • Christina Kurzthaler - Department of Public Health and Health Technology Assessment, UMIT - University for Health Sciences, Medical Informatics and Technology, Hall in Tirol, AT
  • Martina Kluibenschädl - Department of Public Health and Health Technology Assessment, UMIT - University for Health Sciences, Medical Informatics and Technology, Hall in Tirol, AT
  • Wolfgang Willenbacher - Hematology and Oncology, Medical University Innsbruck, Innsbruck, AT
  • Uwe Siebert - Department of Public Health and Health Technology Assessment, UMIT - University for Health Sciences, Medical Informatics and Technology, Hall in Tirol, AT; Area 4 Health Technology Assessment and Bioinformatics, ONCOTYROL - Center for Personalized Cancer Medicine, Innsbruck, AT; Center for Health Decision Science, Department of Health Policy and Management, Harvard School of Public Health, Boston, US; Institute for Technology Assessment and Department of Radiology, Massachusetts General Hospital, Harvard Medical School, Boston, US

GMDS 2013. 58. Jahrestagung der Deutschen Gesellschaft für Medizinische Informatik, Biometrie und Epidemiologie e.V. (GMDS). Lübeck, 01.-05.09.2013. Düsseldorf: German Medical Science GMS Publishing House; 2013. DocAbstr.166

doi: 10.3205/13gmds219, urn:nbn:de:0183-13gmds2197

Veröffentlicht: 27. August 2013

© 2013 Rochau et al.
Dieser Artikel ist ein Open Access-Artikel und steht unter den Creative Commons Lizenzbedingungen (http://creativecommons.org/licenses/by-nc-nd/3.0/deed.de). Er darf vervielfältigt, verbreitet und öffentlich zugänglich gemacht werden, vorausgesetzt dass Autor und Quelle genannt werden.


Gliederung

Text

Purpose: To provide an overview of published decision-analytic models evaluating treatment strategies in Multiple Myeloma (MM) focusing on the structural and methodological modeling approaches and to derive recommendations for future Multiple Myeloma models evaluating different treatment regimens and sequences for Myeloma and Myeloma complications.

Methods: We performed a systematic literature search in the electronic databases Pubmed, NHS EED and the Tufts CEA Registry to identify published studies evaluating MM treatment strategies using mathematical decision models. To meet the inclusion criteria, models had to compare different treatment strategies, be published as full text articles in English, and comprise relevant clinical health outcomes (e.g., responses, progression-free survival, life-years gained or QALYs) over a defined time horizon and population. Inclusion of costs was optional. We used evidence tables to summarize methodological characteristics, such as modeling approach, simulation technique, perspective, time horizon, model validation and uncertainty analysis.

Results: We identified eleven [1], [2], [3], [4], [5], [6], [7], [8], [9], [10], [11] different decision-analytic modeling studies. All studies included an economic evaluation. The modeling approaches varied considerably. The authors applied a decision tree model, Markov cohort model, discrete event simulations, partitioned survival analyses and area under the curve models. Analytic time horizons ranged from seven years to lifetime. Six models adopted the perspective of the health care system, three a third party payer, two the government payer and only one the societal perspective. Health outcomes included (overall-, median-, progression-free) survival, number needed to treat, time to discontinuation of treatment, life expectancy, and QALYs. Compared treatment strategies included lenalidomide, dexamethasone, bortezomib, melphalan, prednisone, thalidomide, haemodialysis, bone marrow transplantation, zoledronic acid, and clodronate. In most cases, model validation was only mentioned in the discussion when comparing the results with other cost-effectiveness studies. All authors performed deterministic sensitivity analyses. Additionally, seven articles reported a probabilistic sensitivity analysis.

Conclusions: We identified several well-designed models for different multiple myeloma treatment strategies evaluating relevant health outcomes as well as economic parameters. However, the quality of reporting varied considerably and in some cases the models were not sufficiently described. For the future, we recommend a clear model description including all relevant parameters and model validation using independent data.

*This work was supported by the COMET Center ONCOTYROL, which is funded by the Austrian Federal Ministries BMVIT/BMWFJ (via FFG) and the Tiroler Zukunftsstiftung/Standortagentur Tirol (SAT).


References

1.
Brown RE, Stern S, Dhanasiri S,Schey S. Lenalidomide for multiple myeloma: cost-effectiveness in patients with one prior therapy in England and Wales. Eur J Health Econ. 2012.
2.
Delea TE, El Ouagari K, Rotter J, Wang A, Kaura S,Morgan GJ. Cost-effectiveness of zoledronic acid compared with clodronate in multiple myeloma. Curr Oncol. 2012;19(6):e392-403.
3.
Delea TE, Rotter J, Taylor M, Chandiwana D, Bains M, El Ouagari K, et al. Cost-effectiveness of zoledronic acid vs clodronic acid for newly-diagnosed multiple myeloma from the United Kingdom healthcare system perspective. J Med Econ. 2012;15(3):454-64.
4.
Garrison LP Jr, Wang ST, Huang H, Ba-Mancini A, Shi H, Chen K, et al. The cost-effectiveness of initial treatment of multiple myeloma in the u.s. With bortezomib plus melphalan and prednisone versus thalidomide plus melphalan and prednisone or lenalidomide plus melphalan and prednisone with continuous lenalidomide maintenance treatment. Oncologist. 2013;18(1):27-36.
5.
Grima DT, Airia P, Attard C,Hutchison CA. Modelled cost-effectiveness of high cut-off haemodialysis compared to standard haemodialysis in the management of myeloma kidney. Curr Med Res Opin. 2011;27(2):383-91.
6.
Hornberger J, Rickert J, Dhawan R, Liwing J, Aschan J,Lothgren M. The cost-effectiveness of bortezomib in relapsed/refractory multiple myeloma: Swedish perspective. Eur J Haematol. 2010;85(6):484-91.
7.
Kouroukis CT, O'Brien BJ, Benger A, Marcellus D, Foley R, Garner J, et al. Cost-effectiveness of a transplantation strategy compared to melphalan and prednisone in younger patients with multiple myeloma. Leuk Lymphoma. 2003;44(1):29-37.
8.
Mehta J, Duff SB,Gupta S. Cost effectiveness of bortezomib in the treatment of advanced multiple myeloma. Manag Care Interface. 2004;17(9):52-61.
9.
Moller J, Nicklasson L,Murthy A. Cost-effectiveness of novel relapsed-refractory multiple myeloma therapies in Norway: lenalidomide plus dexamethasone vs bortezomib. J Med Econ. 2011;14(6):690-7.
10.
Picot J, Cooper K, Bryant J, Clegg AJ. The clinical effectiveness and cost-effectiveness of bortezomib and thalidomide in combination regimens with an alkylating agent and a corticosteroid for the first-line treatment of multiple myeloma: a systematic review and economic evaluation. Health Technol Assess. 2011;15(41):1-204.
11.
Trippoli S, Messori A, Becagli P, Alterini R,Tendi E. Treatments for newly diagnosed multiple myeloma: analysis of survival data and cost-effectiveness evaluation. Oncol Rep. 1998;5(6):1475-82.