2019
DOI: 10.1109/tvcg.2019.2934260
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Artifact-Based Rendering: Harnessing Natural and Traditional Visual Media for More Expressive and Engaging 3D Visualizations

Abstract: Fig. 1. Using traditional physical artistic media as input to the digital visualization pipeline provides a richer visual vocabulary and opens the door for artists to participate in creating more expressive and engaging 3D scientific visualizations. This example helps scientists understand commercially viable macroalgae growth in the Gulf of Mexico by encoding temperature and salinity from remote sensing together with eddy direction and curvature and three nitrate concentrations from computational simulation.A… Show more

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Cited by 20 publications
(21 citation statements)
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“…In the local batch construction stage, for each label l and each training sample x i ∈ I, by computing the set kind of k s nearest neighbours with the same l-label value (0 or 1) as x i ∈ I and the set kind of k d nearest neighbours with different l-label values as x i ∈ I, we can construct local batch p i � x i ∈ K nn . p i forms a hyperedge corresponding to a subhypergraph representing the local geometric structure, and the local Laplacian matrix L i can be constructed by defining (3)(4)(5)(6)(7)(8)(9)(10). Correspondingly, in the low-dimensional feature space S, the local batch of x i ′ ∈ S in the low-dimensional feature space can be computed in the same way p i ′ , where x i ′ is the value of x i ∈ I corresponding to the lowdimensional feature space.…”
Section: Optimization Analysis Of the Rapid Designmentioning
confidence: 99%
See 1 more Smart Citation
“…In the local batch construction stage, for each label l and each training sample x i ∈ I, by computing the set kind of k s nearest neighbours with the same l-label value (0 or 1) as x i ∈ I and the set kind of k d nearest neighbours with different l-label values as x i ∈ I, we can construct local batch p i � x i ∈ K nn . p i forms a hyperedge corresponding to a subhypergraph representing the local geometric structure, and the local Laplacian matrix L i can be constructed by defining (3)(4)(5)(6)(7)(8)(9)(10). Correspondingly, in the low-dimensional feature space S, the local batch of x i ′ ∈ S in the low-dimensional feature space can be computed in the same way p i ′ , where x i ′ is the value of x i ∈ I corresponding to the lowdimensional feature space.…”
Section: Optimization Analysis Of the Rapid Designmentioning
confidence: 99%
“…Facing the massive data of SMT, these methods not only have slow analysis speed, low utilization of SMT data, and poor analysis effect but also lack effective validation means; to address these problems, this paper uses emerging technologies such as big data analysis and 3D visualization simulation to develop a big data analysis platform for SMT industry, which can quickly establish business models of SMT and help quality analysts [5]. Using 3D visualization simulation technology, the platform can build the SPI (Solder Paste Inspection) inspection simulation verification module of the SMT production line to verify the analysis results, thus, saving production resources and improving the analysis efficiency and quality of electronic assembly products [6].…”
Section: Introductionmentioning
confidence: 99%
“…We see Diatoms as being part of a larger effort aimed at expanding the vocabulary of visualization design choices and combinations. Echoing Johnson et al [36], we see this effort as a way to avoid converging on a local maximum, a point where most programmatically-generated visualization exhibits a common aesthetic, one with a limited potential to evoke a range of affective responses from viewers. Randomness and designer agency.…”
Section: Discussionmentioning
confidence: 80%
“…e physical model-based similarity image restoration method is to improve the degraded image from the physical point of view, and its purpose is to restore the degraded image to its original appearance with the maximum fidelity of the observed degraded image, combined with a priori knowledge [10]. For specific applications, scholars at home and abroad have researched similar image restoration methods, and after years of development, they can be divided into nonblind restoration methods and blind restoration methods according to whether the point expansion function is known or not [11]. Padcharoen et al blind image recovery methods firstly estimate the point expansion function based on the observed image and then use the nonblind recovery method to realize the similarity image recovery [12].…”
Section: Related Workmentioning
confidence: 99%