Exact algorithms for the rectilinear block packing problem by Ken MATSUSHITA, Yannan HU, Hideki HASHIMOTO, Shinji IMAHORI, Mutsunori YAGIURA

“…The rectilinear block packing problem is a problem of packing a set of rectilinear blocks into a larger rectangular container with fixed width and unrestricted height. …”
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Balanced Circular Packing Problems with Distance Constraints by Tetyana Romanova, Olexandr Pankratov, Igor Litvinchev, Petro Stetsyuk, Oleksii Lykhovyd, Jose Antonio Marmolejo-Saucedo, Pandian Vasant

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An efficient constructive heuristic for the rectangular packing problem with rotations. by Xusheng Zhao, Yunqing Rao, Peng Qi, Qianhang Lyu, Piaoruo Yang, Shoubo Yu

“…The rectangular packing problem has been extensively studied over the years due to its wide application in industry. …”
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Two-dimensional irregular packing problems: A review by Baosu Guo, Baosu Guo, Yu Zhang, Jingwen Hu, Jinrui Li, Fenghe Wu, Fenghe Wu, Qingjin Peng, Quan Zhang

“…Research on 2D irregular packing problems is essential for improving material utilization and industrial automation. …”
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Convex Maximization Formulation of General Sphere Packing Problem by R. Enkhbat

Subjects: “…sphere packing problem…”
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Methodology to Solve Multi-Dimentional Sphere Packing Problems by Georgiy N. Yaskov

“…According to the international classification, this problem belongs to Sphere Packing Problems (SPPs). The problem is to pack a set of spheres (circles, hyperspheres) with given radii into a container with given metric characteristics. …”
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Heuristic for oriented two-dimensional bin packing problem by Wong, Lily, Lee, Lai Soon

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Two-dimensional packing problems and optimization in distributed computing systems by N. N. Kuzyurin, D. A. Grushin, S. A. Fomin

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Solving the two-dimensional packing problem with m-M calculus by Savić Aleksandar, Šukilović Tijana, Filipović Vladimir

“…This paper considers the two dimensional rectangular packing problem. The mathematical formulation is based on the optimization of a non-linear function with piecewise linear constraints with a small number of real variables. …”
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A Hybrid Algorithm for Strip Packing Problem with Rotation Constraint by Chen Huan, Ye Furong, Si Yain-Whar

“…This paper considers a two-dimensional orthogonal strip packing problem. Until now some exact algorithm and mainly heuristics were proposed for two-dimensional orthogonal strip packing problem. …”
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A hybrid approach of simulation and metaheuristic for the polyhedra packing problem by Germán Fernando Pantoja-Benavides, David Álvarez-Martínez

“…This document presents a simulation-based method for the polyhedra packing problem (PPP). This problem refers to packing a set of irregular polyhedra (convex and concave) into a cuboid with the objective of minimizing the cuboid’s volume, considering non-overlapping and containment constraints. …”
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On one problem of Koffman-Shor connected to strip packing problem by M. A. Trushnikov

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State-of-the-art review on 3D bin packing problems by Avataram Venkatavaradan Prituja

“…This dissertation provides a comprehensive review of the state-of-the-art literature related to 3-D bin packing problems. The main purpose is twofold. First, to identify the strengths and weaknesses of the contributions in the literature. …”
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A Genetic Algorithm for Two-Dimensional Bin Packing Problem by Lee, Lai Soon

“…This paper considers a non-oriented twodimensional bin packing problem, where a set of small rectangles, which may be rotated by 90°, has to be allocated to one or more identical bins. …”
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Heuristic placement routines for two-dimensional bin packing problem. by Wong, L., Lee, Lai Soon

“…Problem statement: Cutting and packing (C and P) problems are optimization problems that are concerned in finding a good arrangement of multiple small items into one or more larger objects. Bin packing problem is a type of C AND P problems. Bin packing problem is an important industrial problem where the general objective is to reduce the production costs by maximizing the utilization of the larger objects and minimizing the material used. …”
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Pervasive Digital Twin for PI-Containers: A New Packing Problem by Patrick Charpentier, Frédéric Chaxel, Nicolas Krommenacker, Vincent Bombardier, Fabian Seguel

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Dynamic Programming Algorithms with Data Rounding for Combinatorial Food Packing Problems by Yoshiyuki KARUNO, Kazushi TAKAHASHI, Atsushi YAMADA

“…The lexicographic bi-criteria combinatorial food packing problem to be discussed in this paper is described as follows. …”
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A colloidal viewpoint on the sausage catastrophe and the finite sphere packing problem by Susana Marín-Aguilar, Fabrizio Camerin, Stijn van der Ham, Andréa Feasson, Hanumantha Rao Vutukuri, Marjolein Dijkstra

“…Here, our combined experimental and simulation study provides a physical realization of the finite sphere packing problem by studying arrangements of colloids in a flaccid lipid vesicle. …”
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An experimental comparison of some heuristics for cardinality constrained bin packing problem by Maja Remic, Gašper Žerovnik, Janez Žerovnik

Subjects: “…cardinality constrained bin packing problem heuristics…”
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Bin Packing Problem with Item Time Window Conflict Dependent Profits by Ren Jiayue

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