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A new development of non-local image denoising using fixed-point iteration for non-convex ℓp sparse optimization.

• Authors : Cai, Shuting¹; Liu, Kun¹; Yang, Ming²

Subjects: *IMAGE denoising; *FIXED point theory; *ITERATIVE methods (Mathematics)

• Source: PLoS ONE. 12/12/2018, Vol. 13 Issue 12, p1-24. 24p.

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From rationality to cooperativeness: The totally mixed Nash equilibrium in Markov strategies in the iterated Prisoner’s Dilemma.

• Authors : Menshikov, Ivan S.^1,2; Shklover, Alexsandr V.¹; Babkina, Tatiana S.^1,3,4

Subjects: *NASH equilibrium; *MARKOV processes; *ITERATIVE methods (Mathematics)

• Source: PLoS ONE. 11/30/2017, Vol. 12 Issue 11, p1-17. 17p.

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An Algorithm for the Mixed Transportation Network Design Problem.

• Authors : Liu, Xinyu^1,2; Chen, Qun¹

Subjects: *TRANSPORTATION; *ITERATIVE methods (Mathematics); *MATHEMATICAL optimization

• Source: PLoS ONE. 9/14/2016, Vol. 11 Issue 9, p1-18. 18p.

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Iterative Bayesian Estimation of Travel Times on Urban Arterials: Fusing Loop Detector and Probe Vehicle Data.

• Authors : Liu, Kai¹; Cui, Meng-Ying²; Cao, Peng³

Subjects: *TRAVEL time (Traffic engineering); *ITERATIVE methods (Mathematics); *URBAN transportation

• Source: PLoS ONE. 6/30/2016, Vol. 11 Issue 6, p1-12. 12p.

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Predictability in Cellular Automata.

• Authors : Agapie, Alexandru¹ ; Andreica, Anca²; Chira, Camelia²

Subjects: *CELLULAR automata; *MARKOV processes; *PROBABILITY theory

• Source: PLoS ONE. Oct2014, Vol. 9 Issue 10, p1-7. 7p.

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Continuous Quality Improvement in Daily Clinical Practice: A Proof of Concept Study.

• Authors : Lorch, Jonathan A.¹; Pollak, Victor E.^2,3

Subjects: *CHRONIC kidney failure; *ITERATIVE methods (Mathematics); *CLINICAL medicine

• Source: PLoS ONE. May2014, Vol. 9 Issue 5, p1-11. 11p.

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Plant-Location Model Suboptimization for Large Problems .

• Authors : Warrack, Allan A.; Fletcher, Lehman B.

Subjects: *ALGORITHMS; *INDUSTRIAL location; *ITERATIVE methods (Mathematics)

• Source: American Journal of Agricultural Economics. Nov70, Vol. 52 Issue 4, p587. 4p.

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A SIMPLE METHOD TO FIND OPTIMUM EFFICIENT BASIC SOLUTIONS TO BI-OBJECTIVE TRANSPORTATION PROBLEMS.

• Authors : SURYA PRABHAVATI, B. S.; RAVINDRANATH, V.

Subjects: ANALYTIC hierarchy process; TRANSPORTATION; EUCLIDEAN distance

• Source: I-Manager's Journal on Mathematics; Jan-Jun2022, Vol. 11 Issue 1, p1-11, 11p

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Conceptions of Good Science in Our Data-Rich World.

• Authors : ELLIOTT, KEVIN C.^1,2; CHERUVELIL, KENDRA S.³; MONTGOMERY, GEORGINA M.⁴

Subjects: Hypothesis; Data integration; Iterative methods (Mathematics)

• Source: BioScience. 10/1/2016, Vol. 66 Issue 10, p1-10. 10p. 1 Chart.

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Model for Three-Dimensional Highway Alignment.

• Authors : Juey-Fu Cheng¹ ; Yusin Lee²

• Source: Journal of Transportation Engineering. Dec2006, Vol. 132 Issue 12, p913-920. 8p. 4 Diagrams, 3 Charts, 2 Graphs.

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