Study design
The CONFIRM trial design has been described in detail previously [5]. In brief, CONFIRM was a randomized, phase III, double-blind study in which two different doses of fulvestrant (500 vs 250 mg) were evaluated in postmenopausal patients who had either locally advanced or metastatic ER-positive breast cancer.
Patients who experienced relapse during or within 1 year of completion of adjuvant endocrine therapy were eligible. For patients who experienced relapse after more than 1 year from completion of adjuvant endocrine therapy, or for patients with de novo advanced disease, eligibility required previous treatment with either an anti-estrogen or an aromatase inhibitor as a first-line therapy for metastatic breast cancer. Patients had to have measurable or evaluable disease according to Response Evaluation Criteria In Solid Tumors (RECIST) [5, 15] although patients with lytic or mixed bone lesions were permitted to enter the study without evidence of measurable disease.
Eligible patients were randomly assigned 1:1 to the following two treatment arms: fulvestrant 500 mg administered as two 5-mL intramuscular injections on days 0, 14, and 28, and every 28 (±3) days thereafter; or fulvestrant 250 mg administered as two 5-mL intramuscular injections (one fulvestrant and one placebo) on days 0, 14 (two placebo injections only), and 28, and every 28 (±3) days thereafter [5].
The primary study endpoint was PFS (the time elapsing between the date of randomization and the date of earliest evidence of objective disease progression or death from any cause). Secondary endpoints included ORR, CBR, DoR, DoCB, OS, tolerability, and quality of life [5].
Definitions
In this prospective analysis, ORR and CBR were calculated by modified RECIST (mRECIST) version 1.0 criteria. The RECIST criteria assesses, for each patient, the percentage reduction in tumor mass on a visit-by-visit basis over the course of the trial according to the following definitions: complete response (CR), defined as a disappearance of all measurable lesions and no new lesions; partial response (PR), defined as at least a 30 % reduction in the sum of the longest diameter of the measurable lesions and no progression of non-target lesions and no new lesions; stable disease (SD), defined as disease in which there is neither sufficient shrinkage to qualify for CR or PR, nor sufficient increase to qualify for progressive disease (PD) of measurable lesions, and there is no progression of non-measurable lesions and no new lesions; PD, defined as at least a 20 % increase in the sum of the longest diameter of target lesions or the progression of non-measurable lesions or the appearance of new lesions. Disease for which there was insufficient data to allocate a response was defined as not evaluable (NE).
For each patient, the best overall response achieved during the course of the trial was calculated: an objective responder was defined as any patient who had a best overall response of CR or PR (defined as two visit responses of CR or PR at least 28 days apart); a clinical benefit responder was defined as any patient who had a best overall response of CR, PR, or SD that persisted for ≥24 weeks.
DoR was calculated as the time (in months) from randomization to progression (or death from any cause) in patients who had a best overall response of CR or PR. ORR and, therefore, DoR were calculated out of all randomized patients with measurable disease at baseline (defined as at least one lesion that could be accurately measured in at least one dimension of ≥20 mm with conventional techniques or ≥10 mm with spiral computed tomography scan). Patients with non-measurable disease at baseline were not used for the calculation of DoR, as these patients only had non-targets at baseline: it was decided prospectively to assess only the non-targets for incomplete response/SD, NE, or PD and not for CR or PR.
DoCB was calculated as the time (in months) from randomization to progression (or death from any cause) in patients who had a best overall response of CR, PR, or SD of ≥24 weeks. CBR and, therefore, DoCB were calculated across all randomized patients, as patients could have non-measurable disease at baseline, but still obtain a best overall response of SD of ≥24 weeks.
Derivation of the expected DoR and expected DoCB
Expected DoR and expected DoCB were calculated by the methodology described by Ellis et al. [16]. The formula used to derive the expected DoR is shown in the Supplementary Methods; this formula was similarly used to derive the expected DoCB.
Comparison of expected DoR and expected DoCB between fulvestrant dose groups
The expected DoR is the product of the fraction of patients with a response and the mean DoR in responding patients. The following calculations were, therefore, performed to formally compare the expected DoR for the fulvestrant 500 mg group with that for the 250 mg group:
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1.
Calculation of the response rate (i.e., the number of patients who responded to each treatment divided by the total number of patients per group) for each fulvestrant dose group.
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2.
Calculation of the mean DoR and associated standard error (SE) for each fulvestrant dose group. For these data, the log Normal distribution was selected with model fitting performed by means of Statistical Analysis Software [SAS], Cary, NC, USA. For the log Normal distribution, the mean duration of response is estimated as \( e^{{\hat{\mu } + \frac{1}{2}\hat{\sigma }^{2} }} \) and the variance of the log of the mean is estimated as \( {\hat{\text{V}}\text{ar}}\left[ {{ \ln }\left\{ {e^{{\hat{\mu } + \frac{1}{2}\hat{\sigma }^{2} }} } \right\}} \right] = {\text{Var}}\left( {\hat{\mu }} \right) + \hat{\sigma }^{2} {\text{Var}}\left( {\hat{\sigma }} \right) + 2\hat{\sigma }{\text{Cov}}\left( {\hat{\mu },\hat{\sigma }} \right) \)
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3.
Multiplication of estimates obtained from the above calculations to obtain estimates of the expected DoR for each fulvestrant dose group.
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4.
Calculation of the ratio of expected DoR (i.e. R = expected DoR500/expected DoR250) and the variance of [ln(\( \hat{R} \))].
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5.
Assessment of the difference between the two fulvestrant treatment groups using
$$ z = \frac{{\ln \left( {\hat{R}} \right)}}{{\sqrt
{\hat{\text{V}}\text{ar} \left[ {\ln \left( {\hat{R}} \right)}
\right]} }} $$
compared with a standard Normal (0,1) distribution.
Similar calculations were used to compare the expected DoCB between fulvestrant dose groups.