NUR 653 Module 2 Risk Stratification Paper Example

Reviewed by Delia Ravenscroft, MSN, RN

This NUR 653 Module 2 Risk Stratification Paper sample tackles the first decision in population care management: who gets the most help. It is written for SNHU NUR 653 (NUR-653), the MSN course on population care management. A composite accountable care organization planned to enroll the 2% of patients with the highest costs last year in intensive care management and to judge success by their costs the following year. The paper uses the organization's own claims to show that most of those patients would have fallen out of the top group anyway, the statistical trap called regression to the mean. It explains why Finkelstein and colleagues' randomized trial of a celebrated hotspotting program found no effect on readmissions. It shows why Obermeyer and colleagues' cost-trained model misjudged need by race, and it uses Kansagara and colleagues' review to temper faith in risk scores. It then recommends a fairer approach.

CourseNUR 653 Population Care Management
ModuleModule 2
Paper typepaper on population risk stratification and its pitfalls
LengthAbout 1,090 words, 6 pages
FormatAPA 7 student paper
SchoolSouthern New Hampshire University
ProgramMSN
UpdatedSeptember 2026

Free sample paper for NUR 653 Module 2

1

Stratifying a Population for Care Management Without Being Fooled by Regression to the Mean or a Biased Target

[Student Name]

Southern New Hampshire University

NUR 653: Population Care Management

Module Two Risk Stratification Paper

[Instructor Name]

[Date]

What this page is doingThe title names the two traps the paper exposes, which tells the reader that stratification is being examined critically.
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Stratifying a Population for Care Management Without Being Fooled by Regression to the Mean or a Biased Target

Population care management begins by deciding who should receive the most intensive help, since no organization can give everyone a nurse care manager. The obvious choice is to target patients who cost the most, on the logic that a small group accounts for a large share of spending and that helping them will save the most money. Mesa Valley Health Partners, a composite accountable care organization with 42,000 attributed patients, proposed exactly this: enroll the 840 patients in the top 2% of last year's costs in intensive care management and judge the program by the change in their costs. This paper examines the proposal. It argues that targeting by past cost invites two errors, mistaking regression to the mean for program success and building inequity into the target, and it recommends a stratification approach based on current clinical need and likelihood of benefit, with an enrollment design that allows fair evaluation.

What this page is doingThe introduction describes the intuitive proposal and the two errors the paper will expose.
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Regression to the Mean in Mesa Valley's Own Data

Patients who are in the top tier of costs in one year are often there because of an unusual event: a heart attack, a surgery, a serious infection. The following year, many recover and their costs fall without any intervention, a statistical pattern called regression to the mean. To see how strong the effect would be, the population care manager examined Mesa Valley's claims from two earlier years, before any care management existed. Of the patients in the top 2% of costs in the first year, only 29% remained in the top 2% the next year, and their average costs fell by 46%. A program enrolling these patients and comparing their costs before and after would have appeared to cut costs almost in half while doing nothing at all.

What this page is doingThe organization's own historical data quantify how regression to the mean would mimic program success.
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What a Randomized Trial Showed

The danger is not hypothetical. Finkelstein et al. (2020) conducted a randomized controlled trial of the Camden Coalition's care management program for patients with high use of hospital care and complex medical and social needs, a program widely praised after before-and-after comparisons showed large drops in hospital use. In the trial, 800 hospitalized patients were randomly assigned to the program or usual care. Within 180 days, readmission rates were nearly identical in the two groups, about 62%. Both groups' hospital use fell sharply after enrollment, which is exactly what regression to the mean predicts. The authors concluded that the earlier apparent success reflected this statistical pattern and that rigorous evaluation is needed before such programs are expanded.

What this page is doingThe hotspotting trial shows how before-and-after comparisons misled and why randomization matters.
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When the Target Itself Is Biased

The second error concerns what is being predicted. Obermeyer et al. (2019) examined a widely used commercial algorithm that selected patients for care management based on predicted future costs. Health systems had historically spent less on Black patients carrying the same disease burden, a legacy of unequal access, so the model read lower spending as better health and judged Black patients to be healthier than equally sick White patients. At any given risk score, Black patients had more chronic conditions. Using cost as a stand-in for need built existing inequities into the selection process. Mesa Valley's proposal to target the highest-cost patients would inherit the same problem. A check of last year's top 2% found that patients enrolled in Medicaid, whose use of specialty care is limited by access, were underrepresented relative to their burden of chronic disease.

What this page is doingThe algorithm study explains how a cost target encodes inequity, and a local check shows the same risk.
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The Limits of Risk Scores

Predictive models can help, but they have limits. Kansagara et al. (2011) systematically reviewed models predicting hospital readmission and found that most had only modest ability to distinguish patients who would be readmitted from those who would not, and that few included social or functional factors. A model that predicts poorly will enroll many patients who would not have been hospitalized and miss many who would. Scores are best used as one input alongside clinical information and the judgment of the primary care team, which often knows which patients are struggling in ways the data do not capture.

What this page is doingThe review of risk models tempers reliance on scores and supports combining them with clinical judgment.
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A Fairer Approach

Mesa Valley should stratify on current, measurable need and on the likelihood that care management can help. The proposed approach identifies patients with persistent rather than one-time high use, such as two or more hospitalizations in each of two consecutive years; patients with poorly controlled conditions that respond to management, such as an A1c above 9% or blood pressure above 160/100 on repeated readings; and patients with positive social needs screens combined with a chronic condition. Primary care teams may refer any patient they believe would benefit. A predictive score will be used to rank patients within these groups, not to define them. Because clinical measures such as A1c and blood pressure do not depend on how much care a patient has received, this approach reduces the bias built into cost-based targets.

What this page is doingThe recommended criteria emphasize persistent need, impactability and team referral, with scores used only to rank.
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Designing Enrollment for Fair Evaluation

The program has capacity for about 600 patients in its first year, but the proposed criteria identify about 1,400. Rather than choosing arbitrarily, Mesa Valley will enroll eligible patients in three waves, four months apart, assigned by random selection. Patients waiting for later waves receive usual care in the meantime and serve as a comparison group for those already enrolled. This staggered design is fair, since everyone eligible will eventually be offered the program, and it allows the organization to compare outcomes between enrolled and not-yet-enrolled patients who share the same starting point, so regression to the mean affects both groups equally.

The approach also asks what care management can realistically change for each group. Patients with persistent high use driven by uncontrolled chronic disease and social barriers are the most likely to benefit from a nurse who visits, coordinates and follows up. Patients whose high costs stem from a planned surgery, a new cancer diagnosis under active specialty treatment or end-stage illness already receiving palliative care need different support and are routed to those services instead. Matching patients to the kind of help they can use keeps the care managers' caseloads focused where they can make a difference.

What this page is doingStaggered random enrollment turns a capacity limit into a fair comparison that controls for regression to the mean.
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Conclusion

Targeting last year's costliest patients seems efficient, but Mesa Valley's own data show that any program would appear to succeed with them, and national evidence shows that cost-based targets can encode inequity. Stratifying on persistent, measurable, modifiable need, using scores only to rank and team referral to catch what data miss and enrolling in randomized waves gives the organization a fairer way to choose patients and an honest way to learn whether its program works.

What this page is doingThe conclusion contrasts the original proposal with the recommended approach and its benefits.
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References

Finkelstein, A., Zhou, A., Taubman, S., & Doyle, J. (2020). Health care hotspotting: A randomized, controlled trial. New England Journal of Medicine, 382(2), 152-162. https://doi.org/10.1056/NEJMsa1906848

Kansagara, D., Englander, H., Salanitro, A., Kagen, D., Theobald, C., Freeman, M., & Kripalani, S. (2011). Risk prediction models for hospital readmission: A systematic review. JAMA, 306(15), 1688-1698. https://doi.org/10.1001/jama.2011.1515

Obermeyer, Z., Powers, B., Vogeli, C., & Mullainathan, S. (2019). Dissecting racial bias in an algorithm used to manage the health of populations. Science, 366(6464), 447-453. https://doi.org/10.1126/science.aax2342

What the NUR 653 Module 2 instructions ask for

Risk stratification papers in NUR 653 usually ask you to describe how a population should be divided into risk tiers for care management and to justify the approach. Expect to explain the criteria or tools, discuss their strengths and weaknesses and consider how stratification affects equity and evaluation. Around five pages in APA 7 is typical. Show with data how regression to the mean could distort results, question what the tool actually predicts, prefer criteria based on persistent and modifiable need, use scores to rank rather than define and design enrollment so that outcomes can later be compared with a group that started in the same place. Consider which patients can actually be helped by care management.

How this NUR 653 Module 2 risk stratification paper example is built

This paper challenges a composite ACO's plan to enroll its top 2% of patients by cost. Historical claims show only 29% stayed in the top tier the next year, with costs falling 46% untouched. The Finkelstein hotspotting trial shows identical readmission rates of about 62% in both arms, the Obermeyer study shows how a cost target underestimated Black patients' needs and the Kansagara review shows modest model accuracy. The recommendation stratifies on persistent use, uncontrolled A1c or blood pressure and social needs with team referral, ranks with a score and enrolls 1,400 eligible patients in three randomized waves. Patients whose costs stem from planned surgery or active cancer care are routed to other services.

Where the NUR 653 Module 2 rubric puts the points

Grading of stratification papers typically weighs understanding of stratification methods, critical appraisal of targets and tools, attention to regression to the mean and equity, the soundness of the recommended approach, the link to evaluation and APA 7 writing. High-scoring papers demonstrate regression to the mean with actual data rather than naming it, and question what a model is trained to predict. Graders reward criteria focused on need and likelihood of benefit, a role for clinical referral and enrollment designs that make fair comparison possible. Linking stratification choices to later evaluation shows the systems thinking this course expects. Attention to impactability adds depth.

NUR 653 Module 2 help: the mistakes that cost points

Stratification papers lose points when they target high-cost patients without discussing regression to the mean, when tools are accepted without asking what they predict, when equity is ignored or when enrollment is designed with no thought for evaluation. Another gap is relying on a score alone and excluding clinician input. Show regression with data, examine the target variable, stratify on modifiable need, use scores to rank, include team referral and enroll in a way that creates a comparison. If your paper addresses a different population, such as Medicaid pediatrics, behavioral health or older adults at home, send it with your NUR 653 prompt so the approach fits. Ask who can actually be helped.

Get NUR 653 Module 2 written to your instructions

Tell us about your NUR 653 prompt, your population and how it will be graded. We will write a paper that tests stratification against regression to the mean and biased targets, recommend need-based criteria and design enrollment for fair evaluation, within 24 to 48 hours, free the first time. The paper above is an original model document written by our desk, not a submitted student paper and not an official Southern New Hampshire University document.

More NUR 653 papers and related MSN samples

NUR 653 Module 2 questions, answered

Where can I find a free NUR 653 Module 2 Risk Stratification Paper sample?

This page carries the full paper: regression to the mean in local data, the hotspotting trial, biased cost targets and a need-based stratification approach.

What is regression to the mean in care management?

Patients selected for unusually high costs or use often improve on their own the next year, which can make any program look effective.

What did the Camden hotspotting trial find?

Readmission rates within 180 days were about 62% in both the program and usual care groups, showing no effect.

Why is cost a biased target for risk algorithms?

Less is spent on patients with poorer access to care, so cost-based models underestimate their needs, as shown for Black patients.

How can a program be evaluated fairly when capacity is limited?

Enroll eligible patients in randomized waves so those waiting serve as a comparison group with the same starting point.