| Literature DB >> 34258611 |
Oguzhan Alagoz1, Kathryn P Lowry2, Allison W Kurian3, Jeanne S Mandelblatt4, Mehmet A Ergun5, Hui Huang6, Sandra J Lee7, Clyde B Schechter8, Anna N A Tosteson9, Diana L Miglioretti10, Amy Trentham-Dietz11, Sarah J Nyante12, Karla Kerlikowske13, Brian L Sprague14, Natasha K Stout15.
Abstract
BACKGROUND: The coronavirus disease 2019 (COVID-19) pandemic has disrupted breast cancer control through short-term declines in screening and delays in diagnosis and treatments. We projected the impact of COVID-19 on future breast cancer mortality between 2020 and 2030.Entities:
Mesh:
Year: 2021 PMID: 34258611 PMCID: PMC8344930 DOI: 10.1093/jnci/djab097
Source DB: PubMed Journal: J Natl Cancer Inst ISSN: 0027-8874 Impact factor: 11.816
Summary of common inputs used by the models [adapted from Mandelblatt et al. (40)]
| Name | Description | Source |
|---|---|---|
| Population demographics and other-cause mortality | ||
| Population demographic characteristics | Cross-sectional female population in US organized by birth cohorts | US census data ( |
| Other-case mortality | Death from other causes | CDC WONDER Database ( |
| Natural history | ||
| Incidence in absence of screening | Breast cancer incidence in absence of screening and treatment | Age-period-cohort models ( |
| Survival in absence of screening and treatment | 25-y breast cancer survival before adjuvant treatment by joint ER/HER2 status, age group, AJCC/SEER stage, or tumor size | Meta-analyses ( |
| Stage distribution | Stage distributions by mode of detection, age group (<50, 50-64, >65 y), screening round (first, subsequent), and screening interval | BCSC ( |
| ER/HER2 joint distribution | Probability of ER/HER2 conditional on age and stage/tumor size at diagnosis | BCSC ( |
| Screening and diagnosis | ||
| Mammography rates | Use of mammography by different ages over time | NHIS, BCSC ( |
| Mammography performance | Sensitivity of initial and subsequent digital mammography by age group (<50, 50-64, >65 y) and screening interval | BCSC ( |
| Treatment | ||
| Treatment patterns | Treatments and rates of use by time period, ER/HER2, stage and age at time of breast cancer diagnosis | NCCN and meta-analyses ( |
| Treatment effects | Treatment efficacy by ER/HER2 for initial breast cancer diagnosis | Meta-analyses and clinical trial results ( |
AJCC = American Joint Committee on Cancer; BCSC = Breast Cancer Surveillance Consortium; CDC = Centers for Disease Control and Prevention; ER = estrogen receptor; HER2 = human epidermal growth factor receptor 2; NCCN = National Comprehensive Cancer Network; NHIS = National Health Information Survey; SEER = Surveillance, Epidemiology, and End Results; WONDER = Wide-ranging ONline Data for Epidemiologic Research.
Summary of the simulated scenarios
| Scenario | Name | Description | Screening | Diagnosis | Treatment use | Base value (range for sensitivity analysis) |
|---|---|---|---|---|---|---|
| Scenario 1 | No COVID-19 impact | Pandemic does not lead to any changes in breast cancer control | Normal | Normal | Normal | — |
| Scenario 2 | Reduced screening | 50% of women scheduled to undergo exams miss their screening mammography | Reduced | Normal | Normal | 50% (25%-75%) |
| Scenario 2a | Delayed screening | Catch-up screening exam in 6 mo and push all future screening exams by 6 mo | Reduced | Normal | Normal | — |
| Scenario 2b | Skipped screening | Never catches up missed mammography exam | Reduced | Normal | Normal | — |
| Scenario 2c | Hybrid delayed and skipped screening | 50% of women who missed their exams follow scenario 2a and 50% follows scenario 2b | Reduced | Normal | Normal | — |
| Scenario 3 | Delayed diagnosis of symptomatic cases | 25% of women who would normally be detected via symptoms delay diagnosis for 6 mo | Normal | Delayed | Normal | 25% (15%-40%) |
| Scenario 4 | Reduced chemotherapy treatment | Women with ER+/HER2− and stages I and II (node negative) receive reduced chemotherapy at 25% for <70 y and 50% for >70 y but no reduction in use of endocrine therapy | Normal | Normal | Reduced | 25% for ages <70 y; 50% for ages >70 y (12.5%-50% for ages <70 y and 25%-75% for ages >70 y) |
| Scenario 5 | Reduced screening and delayed diagnosis | — | Reduced | Delayed | Normal | — |
| Scenario 5a | Delayed screening and delayed diagnosis | Scenario 2a and scenario 3 combined | Reduced | Delayed | Normal | — |
| Scenario 5b | Skipped screening and delayed diagnosis | Scenario 2b and scenario 3 combined | Reduced | Delayed | Normal | — |
| Scenario 5c | Hybrid delayed/skipped screening and delayed diagnosis | Scenario 2c and scenario 3 combined | Reduced | Delayed | Normal | — |
| Scenario 6 | Reduced screening and delayed diagnosis and reduced chemotherapy treatment | — | Reduced | Delayed | Reduced | — |
| Scenario 6a | Delayed screening and delayed diagnosis and reduced chemotherapy treatment | Scenario 5a and scenario 4 combined | Reduced | Delayed | Reduced | — |
| Scenario 6b | Skipped screening and delayed diagnosis and reduced chemotherapy treatment | Scenario 5b and scenario 4 combined | Reduced | Delayed | Reduced | — |
| Scenario 6c | Hybrid delayed and skipped screening and delayed diagnosis and reduced chemotherapy treatment | Scenario 5c and scenario 4 combined | Reduced | Delayed | Reduced | — |
Median cumulative excess breast cancer mortality by 2022, 2025, and 2030 due to the COVID-19 pandemic effect for selected scenarios across 3 models (range across 3 models)
| Scenario | 2022 | 2025 | 2030 | |||
|---|---|---|---|---|---|---|
| Scenario 1: no COVID-19 impact, median cumulative no. of deaths (range across models) | 122 675 (110 406-125 042) | 250 633 (228 585-257 537) | 473 903 (444 352-493 595) | |||
| Excess deaths (range across models), No. | Increase (range across models), % | Excess deaths (range across models), No. | Increase (range across models), % | Excess deaths (range across models), No. | Increase (range across models), % | |
| Scenario 2a: delayed screening | 166 | 0.15 | 294 | 0.13 | 364 | 0.08 |
| (131-209) | (0.11-0.17) | (265-413) | (0.10-0.16) | (269-404) | (0.05-0.09) | |
| Scenario 2b: skipped screening | 545 | 0.49 | 1158 | 0.45 | 1631 | 0.33 |
| (156-810) | (0.13-0.65) | (1033-1382) | (0.45-0.55) | (1357-2191) | (0.31-0.46) | |
| Scenario 2c: hybrid delayed and skipped screening | 355 | 0.32 | 711 | 0.29 | 950 | 0.19 |
| (144-509) | (0.12-0.41) | (664-898) | (0.28-0.36) | (860-1297) | (0.19-0.27) | |
| Scenario 3: delayed diagnosis | 411 | 0.33 | 728 | 0.28 | 1314 | 0.27 |
| (134-830) | (0.11-0.75) | (233-1223) | (0.09-0.54) | (266-1325) | (0.06-0.30) | |
| Scenario 4: reduced chemotherapy treatment | 39 | 0.03 | 100 | 0.04 | 151 | 0.03 |
| (27–88) | (0.02-0.08) | (84–122) | (0.03-0.05) | (146–207) | (0.03-0.04) | |
| Scenario 5a: disruptions in screening and diagnosis: best case scenario | 623 | 0.50 | 997 | 0.39 | 1589 | 0.32 |
| (267-1100) | (0.22-1.00) | (656-1674) | (0.26-0.73) | (675-1868) | (0.14-0.42) | |
| Scenario 5b: disruptions in screening and diagnosis: worst case scenario | 1236 | 0.99 | 1904 | 0.74 | 2861 | 0.60 |
| (302-1479) | (0.25-1.34) | (1632-2412) | (0.65-1.06) | (2476-2966) | (0.52-0.64) | |
| Scenario 5c: disruptions in screening and diagnosis | 930 | 0.74 | 1450 | 0.56 | 2277 | 0.46 |
| (285-1289) | (0.23-1.17) | (1144-2043) | (0.46-0.89) | (1576-2365) | (0.33-0.53) | |
| Scenario 6a: disruptions in screening and diagnosis and treatment: best case scenario | 701 | 0.56 | 1167 | 0.45 | 1896 | 0.38 |
| (291-1170) | (0.24-1.06) | (744-1778) | (0.30-0.78) | (826-1990) | (0.17-0.45) | |
| Scenario 6b: disruptions in screening and diagnosis and treatment: worst case scenario | 1311 | 1.05 | 2067 | 0.80 | 2983 | 0.66 |
| (315-1549) | (0.26-1.40) | (1700-2516) | (0.68-1.10) | (2599-3255) | (0.55-0.67) | |
| Scenario 6c: disruptions in screening and diagnosis and treatment | 1006 | 0.80 | 1617 | 0.63 | 2487 | 0.52 |
| (303-1360) | (0.25-1.23) | (1222-2147) | (0.49-0.94) | (1713-2575) | (0.36-0.56) | |
The excess mortality is expressed in terms of both the number of breast cancer deaths and percent increase compared with cumulative number of breast cancer deaths without pandemic effect. The excess number of deaths in a row for a particular scenario is calculated by subtracting the cumulative number of deaths without COVID-19 pandemic (scenario 1) as given in the first row from that obtained under that scenario. Similarly, the percent increase is calculated by dividing this difference by the cumulative number of deaths without COVID-19 pandemic.
Figure 1.Cumulative excess breast cancer mortality according to exemplar model (University of Wisconsin-Madison and Harvard Medical School model) over time. A) The number of cumulative excessive deaths when each disruption is modeled separately. B) The number of excessive deaths when disruptions are combined.
Excess cumulative mortality projections for the sensitivity analyses varying scenario assumptions about magnitude of disruptions for the exemplar model (University of Wisconsin-Madison and Harvard Medical School model)
| Sensitivity analysis (SA) scenario | 2022 | 2025 | 2030 | |||
|---|---|---|---|---|---|---|
| No COVID-19 impact (scenario 1), cumulative no. of deaths | 110 406 | 228 585 | 473 903 | |||
| Excess deaths, No. | Increase, % | Excess deaths, No. | Increase, % | Excess deaths, No. | Increase, % | |
| Base case results | 1360 | 1.23 | 2147 | 0.94 | 2487 | 0.56 |
| SA1: pandemic effects last 12 mo | 2504 | 2.27 | 4402 | 1.93 | 5058 | 1.14 |
| SA2: screening reduction is 25% | 1157 | 1.05 | 1818 | 0.80 | 2067 | 0.47 |
| SA3: screening reduction is 75% | 1545 | 1.40 | 2412 | 1.06 | 2860 | 0.64 |
| SA4: 15% of symptomatic cases are delayed | 970 | 0.88 | 1551 | 0.68 | 1832 | 0.41 |
| SA5: 40% of symptomatic cases are delayed | 1646 | 1.49 | 2556 | 1.12 | 2969 | 0.67 |
| SA6: smaller reduced chemotherapy treatment (12.5% for ages <70 y and 25% for ages >70 y) | 1324 | 1.20 | 2100 | 0.92 | 2433 | 0.55 |
| SA7: larger reduced chemotherapy treatment (50% for ages <70 y and 75% for ages >70 y) | 1394 | 1.26 | 2217 | 0.97 | 2580 | 0.58 |
The cumulative excess number of deaths are reported for each scenario representing disruptions in screening, diagnosis, and treatment (scenario 6c). The excess number of deaths for a sensitivity analysis in a row is calculated by subtracting the cumulative number of deaths without the COVID-19 pandemic (scenario 1) as given in the first row from that obtained under that sensitivity analysis scenario. Similarly, the percent increase is calculated by dividing this difference by the cumulative number of deaths without the COVID-19 pandemic. For each of the sensitivity analyses, the cumulative number of deaths without the COVID-19 pandemic (scenario 1) is the same.
Figure 2.Cumulative excess breast cancer mortality according to exemplar model (University of Wisconsin-Madison and Harvard Medical School model) over time when the pandemic-related disruptions last for 12 months. A) The number of cumulative excessive deaths when each disruption is modeled separately. B) The number of excessive deaths when disruptions are combined.