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Chapter	Chapter Author	Book	Book Author	Year	Publisher
Fisheye Lenses Calibration Using Straight-Line Spherical Perspective Projection Constraint	Xianghua Ying; Zhanyi Hu; Hongbin Zha	Computer Vision - ACCV 2006: 7th Asian Conference on Computer Vision, Hyderabad, India, January 13-16, 2006, Proceedings, Part II	P.J. Narayanan; Shree K. Nayar; Heung-Yeung Shum	2006	Springer Berlin Heidelberg
Layout with Circular and Other Non-linear Constraints Using Procrustes Projection	Tim Dwyer; George Robertson	Graph Drawing: 17th International Symposium, GD 2009, Chicago, IL, USA, September 22-25, 2009. Revised Papers	David Eppstein; Emden R Gansner	2010	Springer Berlin Heidelberg
A projected Lagrangian algorithm and its implementation for sparse nonlinear constraints	Bruce A. Murtagh; Michael A. Saunders	Algorithms for Constrained Minimization of Smooth Nonlinear Functions	A. G. Buckley; J. -L. Goffin	1982	Springer Berlin Heidelberg
Silent Piler in Bangkok MRT Orange Line Project	P. Kitiyodom; I. Boonsiri	Proceedings of the Second International Conference on Press-in Engineering 2021, Kochi, Japan	Tatsunori Matsumoto; Katsutoshi Ueno; Koichi Isobe; Hidetoshi Nishioka; Koji Watanabe	2021	Routledge
Nonlinearly constrained optimisation techniques based on projections		Projection Methods in Constrained Optimisation and Applications to Optimal Policy Decisions	Berc Rustem	1981	Springer Berlin Heidelberg
Projection methods for computing feasible points of linearly constrained regions		Projection Methods in Constrained Optimisation and Applications to Optimal Policy Decisions	Berc Rustem	1981	Springer Berlin Heidelberg
Minimizing Earliness-Tardiness Costs of Resource-Constrained Projects	Christoph Schwindt	Operations Research Proceedings 1999: Selected Papers of the Symposium on Operations Research (SOR ’99), Magdeburg, September 1–3, 1999	Karl Inderfurth; Gerhard Schwödiauer; Wolfgang Domschke; Friedrich Juhnke; Peter Kleinschmidt; Gerhard Wäscher	2000	Springer Berlin Heidelberg
A Comparative Study of Different Integer Linear Programming Approaches for Resource-Constrained Project Scheduling Problems	Ripon K. Chakrabortty; Ruhul Sarker; Daryl L. Essam	Data and Decision Sciences in Action: Proceedings of the Australian Society for Operations Research Conference 2016	Ruhul Sarker; Hussein A. Abbass; Simon Dunstall; Philip Kilby; Richard Davis; Leon Young	1st ed. 2018	Springer International Publishing
Dynamic Resource Constrained Multi-Project Scheduling Problem with Weighted Earliness/Tardiness Costs	M. Berke Pamay; Kerem Bülbül; Gündüz Ulusoy	Essays in Production, Project Planning and Scheduling: A Festschrift in Honor of Salah Elmaghraby	P. Simin Pulat; Subhash C. Sarin; Reha Uzsoy	2014	Springer US
An Evolutionary Algorithm for Project Selection Problems Based on Stochastic Multiobjective Linearly Constrained Optimization	Andrés L. Medaglia	Models & Methods for Project Selection: Concepts from Management Science, Finance and Information Technology	Samuel B. Graves; Jeffrey L. Ringuest; Andrés L. Medaglia	2003	Springer US
Equality-constrained nonlinear programming: KKT necessary optimality conditions; First order constraint qualifications; History of optimization	Walter Murray	Encyclopedia of Optimization	Christodoulos A. Floudas; Panos M. Pardalos	2001	Springer US
59 Rosenâ€™s Gradient Projection Method for Linear Constraints		Optimization concepts and applications in engineering	Belegundu, Ashok D.; Chandrupatla, Tirupathi R	2019	Cambridge University Press
541 Linear Constraints by Projection,		Optimization Using Personal Computers: With Applications to Electrical Networks	Thomas R. Cuthbert, Jr.	1987	John Wiley & Sons Inc
Project management in practice: Adopting a standard for projectplanning â€“ useful discipline or unnecessary constraint?		Project management	Maylor, Harvey	2010	Prentice Hall
13 Alternating Projection Algorithms for Linear Matrix Inequalities Problems with Rank Constraints		Advances in Linear Matrix Inequality Methods in Control (Advances in Design and Control)	Laurent El Ghaoui, Silviu-Iulian Niculescu	1987	Society for Industrial Mathematics
Project management in practice: Adopting a standard for project planning â€“ useful discipline or unnecessary constraint?		Project management	Harvey Maylor	2022	Pearson Education, Limited
59 Rosen’s Gradient Projection Method for Linear Constraints		Optimization Concepts and Applications in Engineering	Ashok D. Belegundu, Tirupathi R. Chandrupatla	2019	Cambridge University Press
Close proximity tunnelling and measures adopted in MRTA Orange Line – East project	Hsu Latt Maung; Kuo Chieh Cha; Ochok Duangsano; Noppadol Phien-Wej	Geotechnics for Sustainable Infrastructure Development	Phung Duc Long; Nguyen Tien Dung	1st ed. 2020	Springer Nature Singapore
Gradient Projection Network: Analog Solver for Linearly Constrained Nonlinear Programming			MIT Press	1996	MIT Press
59 Rosen’s Gradient Projection Method for Linear Constraints		Optimization Concepts and Applications in Engineering, Second Edition	Ashok D. Belegundu, Tirupathi R. Chandrupatla	2011	Cambridge University Press
Chapter	Chapter Author	Book	Book Author	Year	Publisher