Уважаемые коллеги, доброго времени суток! Представляем вам немецкое научное издание Visual Computer. Журнал имеет третий квартиль, издается в Springer Verlag, его SJR за 2020 г. равен 0,316, пятилетний импакт-фактор - 2,081, печатный ISSN - 0178-2789, электронный - 1432-2315, предметные области - Компьютерная графика и дизайн, Программное обеспечение, Машинное зрение и распознавание образов. Вот так выглядит обложка:
Редактором является Надиа Магненат-Тальманн, контактные данные - thalmann@miralab.ch.
Еще публикационные контакты - Murugeswari.Rangasamy@springernature.com, visualcomputer@miralab.ch, jutta.daum@springer.com, rachel.moriarty@springer.com.
К публикации принимаются статьи по всем областям исследований, связанным с захватом, распознаванием, моделированием, анализом и созданием форм и изображений. Журнал включает в себя понимание изображений, машинное обучение для графики и 3D-изготовление.
Адрес издания - https://www.springer.com/journal/371
Пример статьи, название - Object restoration based on extrinsic reflective symmetry plane detection. Заголовок (Abstract) - Object restoration is applied in multitudinous fields. It is common that the models that need to be restored have extrinsic reflective symmetry features (ERSF), the detections of which are often applied to their restorations. However, most of these symmetry detection approaches have limitations, especially for the incompletion models with a greater area of missing part and much more complex and obvious features. Therefore, this research proposes a novel object restoration method (ORM-ERSPD) based on extrinsic reflective symmetry plane (ERSP) detection, which can be divided into two steps: extrinsic reflective symmetry plane detection (ERSPD) and object restoration (OR). During ERSPD, the reflected mesh can be computed based on an initial ERSP and aligned to the selected mesh by applying the iterative closest point algorithm. Thus, the reflective middle point set can be obtained between the selected mesh and the aligned reflected mesh to fit for the final ERSP. In OR, the selected mesh is first mirrored, aligned and deformed to the missing part whose boundary is reflected on the complete part for selecting and expanding the mesh. Then, the Boolean operation between the reflected mesh and the input mesh is conducted. Finally, the proposed ORM-ERSPD is applied to a set of incompletion models with global and local ERSF. The results of this research demonstrate that ORM-ERSPD can extract ERSP effectively and robustly and, thus, complete OR successfully. Keywords: Object restoration; Reflective symmetry plane; Iterative closest point; Boolean operation
