EHA Library - The official digital education library of European Hematology Association (EHA)

IS THE TIME TO CYTOGENETIC RESPONSE PREDICTIVE FOR SURVIVAL IN CHRONIC MYELOID LEUKEMIA? POPULATION DATA FROM RUSSIAN CML REGISTRY AND SIMULATION MODEL.
Author(s): ,
Sergey Kulikov
Affiliations:
Laboratory of Biostatistics and Information Systems,National Research Center for Hematology,Moscow,Russian Federation
,
Anton Kulikovsky
Affiliations:
Laboratory of Biostatistics and Information Systems,National Research Center for Hematology,Moscow,Russian Federation
,
Olga Lazareva
Affiliations:
Department for chemotherapy of myeloproliferative disorders,National Research Center for Hematology,Moscow,Russian Federation
,
Anna Turkina
Affiliations:
Department for chemotherapy of myeloproliferative disorders,National Research Center for Hematology,Moscow,Russian Federation
,
Anatoly Golenkov
Affiliations:
Regional Scientific Research Clinical Institute named after M.F. Vladimirsky,Moscow,Russian Federation
,
Tatiana Pospelova
Affiliations:
Hematology Center of Novosibirsk,Novosibirsk,Russian Federation
,
Sergey Kutsev
Affiliations:
Research Centre for Medical Genetics ,Moscow,Russian Federation
,
Jury Shatokhin
Affiliations:
State Medical University,Rostov,Russian Federation
,
Tatiana Konstantinova
Affiliations:
Sverdlovsk Regional Clinical Hospital No. 1,Ekaterinburg,Russian Federation
,
Andrey Zaritzkey
Affiliations:
Almazov National Medical Research Center,St.-Petersburg,Russian Federation
,
Elena Parovichnikova
Affiliations:
National Research Center for Hematology,Moscow,Russian Federation
Valery Savchenko
Affiliations:
National Research Center for Hematology,Moscow,Russian Federation
(Abstract release date: 05/17/18) EHA Library. Kulikov S. 06/14/18; 215980; PB1924
Sergey Kulikov
Sergey Kulikov
Contributions
Abstract

Abstract: PB1924

Type: Publication Only

Background

The belief that "not only the response, but also the early response to therapy" predicts the best long term clinical outcome is common in chronic myeloid leukemia (CML). The latest data do not confirm that time to response is relevant for overall survival. 

Aims

The aim of this study was to check it on the data of the Russian CML Registy and on simulation model. 

Methods

Russian CML Registry include more than 10 thousand patients (pts) data. In the analysis 8326 CML pts in chronic phase(CP) with first line TKI therapy were included: 91% of pts were treated by Imatinib and 9% by other TKIs. Mean age was 47.3 years, 4607 f / 3705 m. Date of Complete Cytogenetic Response (CCyR) was assessed as the date of first test with 0% of Ph’+ cells or date of molecular test with BCR/ABL ≤0.1% IS. Overall survival (OS) was estimated starting land-mark (LM) time point, event was death from any reason, date of last contact was censored for alive pts. Survival analysis and simulation was performed by SAS statistics. Distribution of time to response and to death was modeled as mixture of exponents with parameters fitted to real data. 

Results
Firstly we followed traditional way and compared overall survival estimates (OS) depending upon the response status (yes/no) at several LM time points (table 1,a).There are significant differences in OS at all LMs as expected. Then in the analysis we included only responded pts at a LM time =18 months and compared OS in 3 groups with different times to response: 0-6 months, 6-12 months, 12-18 months (pic.1,a). There are no significant differences in OS. The COX regression analysis also does not find significant influence of time to response on the OS. The distribution of time to response was fitted by the mixture of 3 exponents related 3 groups of responders: fast-runners, moderate-runners and resistant pts. The parameters was following: 1 group: 6.5m, 60%, 2 group: 35 m, 32%,  3 group: 220 m, 8%, where fist value is mean time to respond, second – portion in cohort. Then we suppose that mean life duration in 1 and 2 groups equal to 50years, and for 3 group - 9 years. The simulation results for n=5000 pts is displayed in table 1, b and picture 1, b.: The deal is that in LM analysis you compare the group of fast-runner with mixture of slow runners and “never” responders. The result depends upon the proportion of compounds in the second group. So, our analysis does not confirm significant correlation of the survival and speed of respond.

LM

a)     Real registery data

b)     Simulation data

10years OS, CCyR vs nonCCyR

10years OS, CCyR vs nonCCyR

6m

82% vs 73%

84% vs 74%

12m

85% vs 67%

84% vs 69%

18m

86% vs 63%

83% vs 67%

Table 1. LM OS estimates of responder vs non-responders, all p<0.001.  Real (a) and simulation (b) data 

Conclusion

The population of CML pts is a mixture of “any time” responders and “never”-responders. Tradition LM analysis output is wrong treated as evidence that survival depends of the time to respond. More specific analysis does not confirm that.  This was demonstrated on big population data and explained by simulation model.

Session topic: 8. Chronic myeloid leukemia - Clinical

Keyword(s): Chronic myeloid leukemia, Population, Survival prediction

Abstract: PB1924

Type: Publication Only

Background

The belief that "not only the response, but also the early response to therapy" predicts the best long term clinical outcome is common in chronic myeloid leukemia (CML). The latest data do not confirm that time to response is relevant for overall survival. 

Aims

The aim of this study was to check it on the data of the Russian CML Registy and on simulation model. 

Methods

Russian CML Registry include more than 10 thousand patients (pts) data. In the analysis 8326 CML pts in chronic phase(CP) with first line TKI therapy were included: 91% of pts were treated by Imatinib and 9% by other TKIs. Mean age was 47.3 years, 4607 f / 3705 m. Date of Complete Cytogenetic Response (CCyR) was assessed as the date of first test with 0% of Ph’+ cells or date of molecular test with BCR/ABL ≤0.1% IS. Overall survival (OS) was estimated starting land-mark (LM) time point, event was death from any reason, date of last contact was censored for alive pts. Survival analysis and simulation was performed by SAS statistics. Distribution of time to response and to death was modeled as mixture of exponents with parameters fitted to real data. 

Results
Firstly we followed traditional way and compared overall survival estimates (OS) depending upon the response status (yes/no) at several LM time points (table 1,a).There are significant differences in OS at all LMs as expected. Then in the analysis we included only responded pts at a LM time =18 months and compared OS in 3 groups with different times to response: 0-6 months, 6-12 months, 12-18 months (pic.1,a). There are no significant differences in OS. The COX regression analysis also does not find significant influence of time to response on the OS. The distribution of time to response was fitted by the mixture of 3 exponents related 3 groups of responders: fast-runners, moderate-runners and resistant pts. The parameters was following: 1 group: 6.5m, 60%, 2 group: 35 m, 32%,  3 group: 220 m, 8%, where fist value is mean time to respond, second – portion in cohort. Then we suppose that mean life duration in 1 and 2 groups equal to 50years, and for 3 group - 9 years. The simulation results for n=5000 pts is displayed in table 1, b and picture 1, b.: The deal is that in LM analysis you compare the group of fast-runner with mixture of slow runners and “never” responders. The result depends upon the proportion of compounds in the second group. So, our analysis does not confirm significant correlation of the survival and speed of respond.

LM

a)     Real registery data

b)     Simulation data

10years OS, CCyR vs nonCCyR

10years OS, CCyR vs nonCCyR

6m

82% vs 73%

84% vs 74%

12m

85% vs 67%

84% vs 69%

18m

86% vs 63%

83% vs 67%

Table 1. LM OS estimates of responder vs non-responders, all p<0.001.  Real (a) and simulation (b) data 

Conclusion

The population of CML pts is a mixture of “any time” responders and “never”-responders. Tradition LM analysis output is wrong treated as evidence that survival depends of the time to respond. More specific analysis does not confirm that.  This was demonstrated on big population data and explained by simulation model.

Session topic: 8. Chronic myeloid leukemia - Clinical

Keyword(s): Chronic myeloid leukemia, Population, Survival prediction

By clicking “Accept Terms & all Cookies” or by continuing to browse, you agree to the storing of third-party cookies on your device to enhance your user experience and agree to the user terms and conditions of this learning management system (LMS).

Cookie Settings
Accept Terms & all Cookies