Optimization of Capital Structure for Student Housing through the Public–Private Partnership Model in Higher Educational Institutions

Abstract The public–private partnership (PPP) model can serve as a sustainable mechanism to bridge the funding deficit in higher educational institutions (HEIs). Profitability remains a primary objective that compels private partners to bear the risks inherent in this model. This study formulates an optimal PPP capital structure for student housing in Indian HEIs using the ant colony optimization (ACO) algorithm. A multiobjective model balancing private profitability, student affordability, and public funding was validated through a case study at Indian Institute of Technology (IIT) Madras. The optimal solution, achieved at a 60% viability gap funding (VGF) level, a 5.55% loan rate, and a rent of USD 852, yielded an equity internal rate of return (EIRR) of 11.03%. The Pareto-front analysis further identified alternative optimal capital structures. Of the 41 feasible solutions, 23 were identified as Pareto-optimal, providing stakeholders with the flexibility to adopt the most suitable capital structure for each project. The nondominated solution set included alternatives with 80% and 60% viability gap funding at a 5.55% loan rate. The findings suggest that PPP-based student housing is financially viable and policy-ready. Student housing in India is a promising emerging real estate sector characterized by low risk, rising enrollment, and stable income streams.

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Publication Details

Journal
Journal of Construction Engineering and Management
Published
2026-10-01
DOI
https://doi.org/10.1061/jcemd4.coeng-18601
Primary Topic
Public-Private Partnership Projects
Type
article
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Optimization of Capital Structure for Student Housing through the Public–Private Partnership Model in Higher Educational Institutions

Kamalendra Kumar Tripathi, Kumar Neeraj Jha, Anuradha Ahlawat
Journal of Construction Engineering and Management
Public-Private Partnership Projects
article

Optimization of Capital Structure for Student Housing through the Public–Private Partnership Model in Higher Educational Institutions

Kamalendra Kumar Tripathi, Kumar Neeraj Jha, Anuradha Ahlawat
article en

Abstract

Abstract The public–private partnership (PPP) model can serve as a sustainable mechanism to bridge the funding deficit in higher educational institutions (HEIs). Profitability remains a primary objective that compels private partners to bear the risks inherent in this model. This study formulates an optimal PPP capital structure for student housing in Indian HEIs using the ant colony optimization (ACO) algorithm. A multiobjective model balancing private profitability, student affordability, and public funding was validated through a case study at Indian Institute of Technology (IIT) Madras. The optimal solution, achieved at a 60% viability gap funding (VGF) level, a 5.55% loan rate, and a rent of USD 852, yielded an equity internal rate of return (EIRR) of 11.03%. The Pareto-front analysis further identified alternative optimal capital structures. Of the 41 feasible solutions, 23 were identified as Pareto-optimal, providing stakeholders with the flexibility to adopt the most suitable capital structure for each project. The nondominated solution set included alternatives with 80% and 60% viability gap funding at a 5.55% loan rate. The findings suggest that PPP-based student housing is financially viable and policy-ready. Student housing in India is a promising emerging real estate sector characterized by low risk, rising enrollment, and stable income streams.

Journal of Construction Engineering and ManagementVol. 152(12)
Nirma University (IN), Indian Institute of Technology Delhi (IN)
Partnerships for the goals
Openalex Percentile: Top 8%
Public-Private Partnership Projects
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Optimization of Capital Structure for Student Housing through the Public–Private Partnership Model in Higher Educational Institutions — Kamalendra Kumar Tripathi, Kumar Neeraj Jha, et al. · Journal of Construction Engineering and Management (2026) | TGRS Research Map | TGRS