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Relaxed vigilance: humor as a regulatory capacity in care systems. [PDF]
Nelson LM.
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The Simplest Complexity: The Story of the Three-Body Problem. [PDF]
Kol B.
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Preoperative gap phenotypes in functionally aligned robotic total knee arthroplasty: derivation and internal coherence of a driver-based classification. [PDF]
Temponi EF +4 more
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Batch-Level Average Market Weight Estimation and Interpretability Analysis for Pigs with Regional K-Means Clustering and AMFormer. [PDF]
Chen Y, Liu R, Liang Y, Peng H, Huang G.
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A hierarchy of tractable satisfiability problems
Information Processing Letters, 1992zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Mukesh Dalal, David W. Etherington
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Hierarchies of complete problems
Acta Informatica, 1976An attempt is made to present a framework for the diverse complete problems that have been found. A new concept--a Hierarchy of Complete Problems is defined. Several hierarchies in various domains such as graph theory, automata theory, theorem proving and games are established.
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The problem of hierarchy in government
1996 International Symposium on Technology and Society Technical Expertise and Public Decisions. Proceedings, 2002Hierarchical ways of managing government are no longer relevant in an information intensive world. Information technology can provide the means to transform governments into more responsive and accountable organizations. However, despite significant investments in information technology and efforts to move toward flatter organizational structures ...
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Journal of Physics G: Nuclear Physics, 1982
Discusses the problem of gauge hierarchy in grand unified theories using a toy model with O(N) symmetry to illustrate the authors' statements. They show that there is no escape from the unnatural adjustment of coupling constants, made only after the computation to several orders in perturbation theory is performed. They comment on the proposals of some
A A Natale, R C Shellard
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Discusses the problem of gauge hierarchy in grand unified theories using a toy model with O(N) symmetry to illustrate the authors' statements. They show that there is no escape from the unnatural adjustment of coupling constants, made only after the computation to several orders in perturbation theory is performed. They comment on the proposals of some
A A Natale, R C Shellard
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A hierarchy of Sturm–Liouville problems
Mathematical Methods in the Applied Sciences, 2003AbstractSturm–Liouville equations will be considered where the boundary conditions depend rationally on the eigenvalue parameter. Such problems apply to a variety of engineering situations, for example to the stability of rotating axles. Classesof these problems will be isolated with a rather rich spectral structure, for example oscillation, comparison
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Application of Constraint Hierarchy to Timetabling Problems
2002zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Yakhno, Tatyana, Tekin, Evren
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