Calculus of variations and optimal control; optimization [See also 34H05, 34K35, 65Kxx, 90Cxx, 93-XX]
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A question from EMS Surveys in Mathematical Sciences (2015). Section 1.1, equation (3), and Section 2; inspected PDF p. 3.
The three-dimensional moving sofa problem with two perpendicular turns (AlphaEvolve problem 64). Current research status is unassessed; the repository records AlphaEvolve’s result on this question.
The ambidextrous moving sofa problem (AlphaEvolve problem 63). Current research status is unassessed; the repository records AlphaEvolve’s result on this question.
The moving sofa problem (AlphaEvolve problem 62). Current research status is unassessed; the repository records AlphaEvolve’s result on this question.
Ambidextrous moving sofa constant: determine C 41b or improve its bounds; the repository records 1.64495521 (lower) and 2.2195 (upper).
Moving sofa constant: determine C 41a or improve its bounds; the repository records 2.2195 (lower) and 2.37 (2.2195 ) (upper).
These are selected sources for the parent class. Article coverage is a first reviewed selection, and may not cover this exact subcategory.
Mathematical Sciences Publishers
Analysis and partial differential equations
Mathematical Optimization Society / Springer Nature
Mathematical optimization
European Mathematical Society / EMS Press
Mathematical surveys
2015 · 1 questions extracted
MSC2020 © Mathematical Reviews (AMS) and zbMATH · CC BY-NC-SA 4.0 · Official PDF, page 130