range constraint【数】 - PMC

Patrick F. Sullivan, Jennifer R. S. Meadows, Steven Gazal, BaDoi N. Phan, Xue Li, Diane P. Genereux, Michael X. Dong, Matteo Bianchi, Gregory Andrews, Sharadha Sakthikumar, Jessika Nordin, Ananya Roy, Matthew J. Christmas, Voichita D. Marinescu, Chao Wang, Ola Wallerman, James Xue, Shuyang Yao, Quan Sun, Jin Szatkiewicz, Jia Wen, Laura M. Huckins, Alyssa Lawler, Kathleen C. Keough, Zhili Zheng, Jian Zeng, Naomi R. Wray, Yun Li, Jessica Johnson, Jiawen Chen, Zoonomia Consortium, Benedict Paten, Steven K. Reilly, Graham M. Hughes, Zhiping Weng, Katherine S. Pollard, Andreas R. Pfenning, Karin Forsberg-Nilsson, Elinor K. Karlsson, Kerstin Lindblad-Toh

Science. Author manuscript; available in PMC 2023 Jun 12.

Published in final edited form as: Science. 2023 Apr 28; 380(6643): eabn2937. Published online 2023 Apr 28. doi: 10.1126/science.abn2937

PMCID:: PMC10259825

Abstract Article PDF–1.7M

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Real-time active constraint generation and enforcement for surgical tools using 3D detection and localisation network

Spyridon Souipas, Anh Nguyen, Stephen G. Laws, Brian L. Davies, Ferdinando Rodriguez y Baena

Front Robot AI. 2024; 11: 1365632. Published online 2024 Mar 18. doi: 10.3389/frobt.2024.1365632

PMCID:: PMC10982332

Abstract Article PDF–80M

Select item 106450655.

Skewed performance distributions as evidence of motor constraint in sports and animal displays

David M. Logue, Tyler R. Bonnell

R Soc Open Sci. 2023 Nov; 10(11): 230692. Published online November 8, 2023. doi: 10.1098/rsos.230692

PMCID:: PMC10645065

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Constraint‐induced movement therapy in children with unilateral cerebral palsy

Brian J Hoare, Margaret A Wallen, Megan N Thorley, Michelle L Jackman, Leeanne M Carey, Christine Imms, Cochrane Developmental, Psychosocial and Learning Problems Group

Cochrane Database Syst Rev. 2019; 2019(4): CD004149. Published online 2019 Apr 1. doi: 10.1002/14651858.CD004149.pub3

PMCID:: PMC6442500

Abstract Article PDF–2.7M

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Leveraging Base Pair Mammalian Constraint to Understand Genetic Variation and Human Disease

Patrick F. Sullivan, Jennifer R. S. Meadows, Steven Gazal, BaDoi N. Phan, Xue Li, Diane P. Genereux, Michael X. Dong, Matteo Bianchi, Gregory Andrews, Sharadha Sakthikumar, Jessika Nordin, Ananya Roy, Matthew J. Christmas, Voichita D. Marinescu, Ola Wallerman, James R. Xue, Yun Li, Shuyang Yao, Quan Sun, Jin Szatkiewicz, Jia Wen, Laura M. Huckins, Alyssa J. Lawler, Kathleen C. Keough, Zhili Zheng, Jian Zeng, Naomi R. Wray, Jessica Johnson, Jiawen Chen, Zoonomia Consortium, Benedict Paten, Steven K. Reilly, Graham M. Hughes, Zhiping Weng, Katherine S. Pollard, Andreas R. Pfenning, Karin Forsberg-Nilsson, Elinor K. Karlsson, Kerstin Lindblad-Toh

Version 1. bioRxiv. Preprint. 2023 Mar 10. doi: 10.1101/2023.03.10.531987

Published in:: Science. 2023 Apr 28; 380(6643): eabn2937.

PMCID:: PMC10028973

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The 3D mutational constraint on amino acid sites in the human proteome

Bian Li, Dan M. Roden, John A. Capra

Nat Commun. 2022; 13: 3273. Published online 2022 Jun 7. doi: 10.1038/s41467-022-30936-x

PMCID:: PMC9174330

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Identification of constrained sequence elements across 239 primate genomes

Lukas F. K. Kuderna, Jacob C. Ulirsch, Sabrina Rashid, Mohamed Ameen, Laksshman Sundaram, Glenn Hickey, Anthony J. Cox, Hong Gao, Arvind Kumar, Francois Aguet, Matthew J. Christmas, Hiram Clawson, Maximilian Haeussler, Mareike C. Janiak, Martin Kuhlwilm, Joseph D. Orkin, Thomas Bataillon, Shivakumara Manu, Alejandro Valenzuela, Juraj Bergman, Marjolaine Rouselle, Felipe Ennes Silva, Lidia Agueda, Julie Blanc, Marta Gut, Dorien de Vries, Ian Goodhead, R. Alan Harris, Muthuswamy Raveendran, Axel Jensen, Idriss S. Chuma, Julie E. Horvath, Christina Hvilsom, David Juan, Peter Frandsen, Joshua G. Schraiber, Fabiano R. de Melo, Fabrício Bertuol, Hazel Byrne, Iracilda Sampaio, Izeni Farias, João Valsecchi, Malu Messias, Maria N. F. da Silva, Mihir Trivedi, Rogerio Rossi, Tomas Hrbek, Nicole Andriaholinirina, Clément J. Rabarivola, Alphonse Zaramody, Clifford J. Jolly, Jane Phillips-Conroy, Gregory Wilkerson, Christian Abee, Joe H. Simmons, Eduardo Fernandez-Duque, Sree Kanthaswamy, Fekadu Shiferaw, Dongdong Wu, Long Zhou, Yong Shao, Guojie Zhang, Julius D. Keyyu, Sascha Knauf, Minh D. Le, Esther Lizano, Stefan Merker, Arcadi Navarro, Tilo Nadler, Chiea Chuen Khor, Jessica Lee, Patrick Tan, Weng Khong Lim, Andrew C. Kitchener, Dietmar Zinner, Ivo Gut, Amanda D. Melin, Katerina Guschanski, Mikkel Heide Schierup, Robin M. D. Beck, Ioannis Karakikes, Kevin C. Wang, Govindhaswamy Umapathy, Christian Roos, Jean P. Boubli, Adam Siepel, Anshul Kundaje, Benedict Paten, Kerstin Lindblad-Toh, Jeffrey Rogers, Tomas Marques Bonet, Kyle Kai-How Farh

Nature. 2024; 625(7996): 735–742. Published online 2023 Nov 29. doi: 10.1038/s41586-023-06798-8

PMCID:: PMC10808062

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Designing Activities to Teach Higher-Order Skills: How Feedback and Constraint Affect Learning of Experimental Design

Eli Meir, Denise Pope, Joel K. Abraham, Kerry J Kim, Susan Maruca, Jennifer Palacio

CBE Life Sci Educ. 2024 Spring; 23(1): ar1. doi: 10.1187/cbe.22-08-0158

PMCID:: PMC10956604

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Genic constraint against nonsynonymous variation across the mouse genome

George Powell, Michelle M. Simon, Sara Pulit, Ann-Marie Mallon, Cecilia M. Lindgren

BMC Genomics. 2023; 24: 562. Published online 2023 Sep 22. doi: 10.1186/s12864-023-09637-2

PMCID:: PMC10514939

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Multiscalar Temporality in Human Behaviour: A Case Study of Constraint Interdependence in Psychotherapy

Juan M. Loaiza, Sarah B. Trasmundi, Sune V. Steffensen

Front Psychol. 2020; 11: 1685. Published online 2020 Aug 20. doi: 10.3389/fpsyg.2020.01685

PMCID:: PMC7468424

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Aligning functional network constraint to evolutionary outcomes

Katharina C. Wollenberg Valero

BMC Evol Biol. 2020; 20: 58. Published online 2020 May 24. doi: 10.1186/s12862-020-01613-8

PMCID:: PMC7245893

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Computer aided design of a single degree-of-freedom six-bar mechanism via Monte Carlo layered optimization method

Yong Zhang, Ziqiang Zhang

Heliyon. 2024 May 30; 10(10): e31033. Published online 2024 May 11. doi: 10.1016/j.heliyon.2024.e31033

PMCID:: PMC11112327

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Financial constraint and perceptions of COVID-19

Jennifer S. Trueblood, Abigail B. Sussman, Daniel O’Leary, William R. Holmes

Sci Rep. 2023; 13: 3432. Published online 2023 Mar 1. doi: 10.1038/s41598-023-30118-9

PMCID:: PMC9978024

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Revealing Impacts of Human Activities and Natural Factors on Dynamic Changes of Relationships among Ecosystem Services: A Case Study in the Huang-Huai-Hai Plain, China

Longyun Deng, Yi Li, Zhi Cao, Ruifang Hao, Zheye Wang, Junxiao Zou, Quanyuan Wu, Jianmin Qiao

Int J Environ Res Public Health. 2022 Aug; 19(16): 10230. Published online 2022 Aug 17. doi: 10.3390/ijerph191610230

PMCID:: PMC9407877

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Enhanced phasic sensory afferents paired with controlled constraint force improve weight shift toward the paretic side in individuals post-stroke

Seoung Hoon Park, Weena Dee, Renee Keefer, Elliot J. Roth, William Z. Rymer, Ming Wu

J Stroke Cerebrovasc Dis. Author manuscript; available in PMC 2024 Apr 1.

Published in final edited form as: J Stroke Cerebrovasc Dis. 2023 Feb 3; 32(4): 107035. Published online 2023 Feb 3. doi: 10.1016/j.jstrokecerebrovasdis.2023.107035

PMCID:: PMC10065899

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A Comparative Study of the Effect of Different Carbon-Reduction Policies on Outsourcing Remanufacturing

Qiuyue Li, Hao Wang, Zhenshan Li, Shangwei Yuan

Int J Environ Res Public Health. 2022 Mar; 19(6): 3590. Published online 2022 Mar 17. doi: 10.3390/ijerph19063590

PMCID:: PMC8953778

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Locations and structures of influenza A virus packaging-associated signals and other functional elements via an in silico pipeline for predicting constrained features in RNA viruses

Emma Beniston, Jordan P. Skittrall

PLoS Comput Biol. 2024 Apr; 20(4): e1012009. Published online 2024 Apr 22. doi: 10.1371/journal.pcbi.1012009

PMCID:: PMC11034665

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Size-Induced Constraint Effects on Crack Initiation and Propagation Parameters in Ductile Polymers

Anja Gosch, Florian Josef Arbeiter, Silvia Agnelli, Michael Berer, Francesco Baldi

Materials (Basel) 2021 Apr; 14(8): 1945. Published online 2021 Apr 13. doi: 10.3390/ma14081945

PMCID:: PMC8070083

Abstract Article PDF–6.8M

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PMC Images search for range constraint【数】

Figure 4

Task allocation profile. (a) Original CBBA (without communication range constraint). (b) ECBBA (without communication range constraint). (c) ECBBA (with communication range constraint). (d) DECBBA (with communication range constraint).

A Dynamic Task Allocation Algorithm for Heterogeneous UUV Swarms

Sensors (Basel). 2022 Mar;22(6):2122.
Figure 1Hypothetical forms of a positive macroecological relationship between basal metabolic rate (BMR) and geographic range size.

(a) Expected relationship if low BMR (low performance capacity) is a constraint on achieving large range size (upper bound with positive slope) and high BMR is an advantage for achieving large range size, but not a constraint on persisting with small range size (constant lower bound). This pattern would be consistent with the Thermal Plasticity Hypothesis and Activity Levels/Dispersal Hypothesis. (b) Expected relationship if high BMR (high energy demand) is a constraint on persisting with large range size (lower bound with positive slope), but not a requirement for achieving large range size (constant upper bound). This pattern would be consistent with the Energy Constraint Hypothesis, and is the same pattern described previously for the relationship between body size and range size. (c) Expected relationship if constraints on range size operate at both ends of the BMR spectrum. At low BMR, species are constrained against achieving large ranges as in (a). At high BMR, species are constrained to have large ranges as in (b). See text for details.

A Macrophysiological Analysis of Energetic Constraints on Geographic Range Size in Mammals

PLoS One. 2013;8(9):e72731.
Figure 6

Global utility with different numbers of UUVs and tasks. (a) Original CBBA (without communication range constraint). (b) ECBBA (without communication range constraint). (c) DECBBA (with communication range constraint). (d) Comparison of Three Algorithms.

A Dynamic Task Allocation Algorithm for Heterogeneous UUV Swarms

Sensors (Basel). 2022 Mar;22(6):2122.
Figure 7

Completion rate with different numbers of UUVs and tasks. (a) Original CBBA (without communication range constraint). (b) ECBBA (without communication range constraint). (c) DECBBA (with communication range constraint). (d) Comparison of Three Algorithms.

A Dynamic Task Allocation Algorithm for Heterogeneous UUV Swarms

Sensors (Basel). 2022 Mar;22(6):2122.