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Visualization Emergency Research Based on Mobile Mapping Technology

References 1. The Pioneer. USA National Geospatial-Intelligence Agency, May-June 2004. 2. Zhu, Qing. A Survey of Three-Dimensional Geographic Information System Technologies. – Geographic Information World, Vol. 3 , 2004, No 3, pp. 8-12. 3. Bo, Huajie Three-Dimensional Abstract and Expression of Urban Surface Landscape. Chinese Academy of Surveying and Mapping, 2006. 4. Yonghui, Xiao. Three-Dimensional Modelling and Visualization of Urban Landscape. The PLA Information Engineering University, 2006. 5. Wang, X., C. Li, Y. Zhou. Multi

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Mappings preserving unit distance on Heisenberg group

References [1] A.D. Aleksandrov, Mappings of families of sets, Soviet Math. 11 (1970), 116-120. [2] M. Bavand Savadkouhi, M. Eshaghi Gordji, J. M. Rassias, and N. Ghobadipour, Approximate ternary Jordan derivations on Banach ternary algebras, Journal of Mathematical Physics 50, 042303, (2009). [3] R.L. Bishop, Characterizing motions by unit distance invariance, Math. Magazine 46 (1973), 148-151. [4] A. Bodaghi, Cubic derivations on Banach algebras, Acta Math. Vietnam., No 4, Vol.38 (2013), 517

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Skeleton-based 3D Surface Parameterization Applied on Texture Mapping

DAVIS, J. 2002. Octree textures. ACM Trans. Graph. 21, 785-790. BIER, E. AND SLOAN, K. 1986. Two-part texture mappings. IEEE Computer Graphics and Applications 6, 40-53. BIRGIN, E. G., LOBATO, R. D., AND MORABITO, R. 2010. Generating unconstrained two-dimensional nonguillotine cutting patterns by a recursive partitioning algorithm. CAO, J., TAGLIASACCHI, A., OLSON, M., ZHANG, H., AND SU, Z. 2010. Point cloud skeletons via laplacian based contraction. In Proceedings of the 2010 SMI Conf. 187-197. CARR, N

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Mapping Implementation for Multi-robot System with Glyph Localisation

References [1] S. Thrun, Probabilistic robotics. The MIT Press, 2005 [2] http://www.irobot.com/us/robots/home/roomba.aspx cited: 16.08.2012. [3] H. Durrant-Whyte, T. Bailey, Simultaneous Localisation and Mapping (SLAM): Part I The Essential Algorithms, Robotics and Automation Magazine, 2006 [4] S. Thrun. Robotic mapping: A survey. Exploring artificial intelligence in the new millennium , 2003 [5] J.-G. Kang, S.-Y. An, S. Kim, S.-Y. Oh, Sonar-Based Simultaneous

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Product analysis using value stream mapping

., Hąbek, P., Szczęśniak, B. (2016). Zarządzanie jakością w organizacji. Wybrane zagadnienia. Gliwice: Wydawnictwo Politechniki Śląskiej. Pawłowski, E., Pawłowski, K., Trzcieliński, S. (2010). Metody i narzędzia Lean Manufacturing, Poznań: Politechnika Poznańska. Rother, M., Shook, J. (1998). Learning to see. Value stream mapping to create value andeliminate muda, Brookline. Sitko, J., Mikuš, R., Bozek, P. (2018). Analysis of device failure in the mechanical production plant. Management systems of Production Engineering, 1(1). Sobańska, I. (2013

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The Mapping Maintenance of Belarusian Aerodromes

aerodrome territories // Polotsk State University Jornal. F-series. Construction. Applied sciences, 141-148. [5] Law of the Republic of Belarus “State Environmental Expertise”. [6] ICAO. (2019, August). What is CORSIA and how does it work? Retrieved October 25, 2019, from https://www.icao.int/environmental-protection/Pages/A39_CORSIA_FAQ2.aspx [7] Litvinka, N. & Maksimau, M. (2018). The use of aviation noise GIS-mapping to clarify the sanitary protection zones size for low intensity aerodromes. BDPU Jornal/Series 3. Physics. Mathematics. Informatics

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Prospects and challenges of multimedia approach to tourism mapping in Nigeria: a case of wildlife parks mapping

, Proceedings of Joint Conference of Geoinformation Society of Nigeria & Nigerian Cartographic Association. Castaldini D., 2008, Maps and Multimedia Tool for the Environmental Tourism in Protected Areas of the Modena Apennines (Northern Italy). “Geo- Journal of Tourism and Geosites” Vol. I, no. 1, pp. 13-33. Eboy O.V., 2017, Tourism Mapping: An Overview of Cartography and the Use of GIS. “BIMP-EAGA Journal for Sustainable Tourism Development” Vol. 6, no. 1, pp. 61-67. Kraak M.J., Ormeling F.J., 1998, Cartography: Visualization

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A viscosity projection method for class T mappings

References [1] H.H. Bauschke, P.L. Combettes, A weak-to-strong convergence princi­ple for Fejer-monotone methods in Hilbert spaces, Math. Oper. Res., 26 (2001) 248-264. [2] P.L. Combettes, Quasi-Fejerian analysis of some optimization algorithms, in: D. Butnariu, Y. Censor, S. Reich (Eds.), Inherently Parallel Algo­rithms for Feasibility and Optimization, Elsevier, New York, 2001, pp. 115-152. [3] Q.L. Dong, S. He, F. Su, Strong convergence theorems by shrinking pro­jection methods for class T mappings

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Strong convergence of a modified Halpern-type iteration for asymptotically quasi-∅-nonexpansive mappings

-339. [7] I. Cioranescu, Geometry of Banach Spaces, Duality Mappings and Nonlinear Problems (Kluwer, Dordrecht, 1990). [8] S.Y. Cho, X. Qin, S.M. Kang, Hybrid projection algorithms for treating common fixed points of a family of demicontinuous pseudocontractions, Appl. Math. Lett. 25 (2012) 854-857. [9] S.Y. Cho, S.M. Kang, Approximation of fixed points of pseudocontraction semigroups based on a viscosity iterative process, Appl. Math. Lett. 24 (2011) 224-228. [10] S.Y. Cho, S.M. Kang, On the convergence of iterative

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Duality Mapping and Birkhoff Orthogonality

(1935), 169-172. 5. BLANCO, A.; TurnŠEK, A. - On maps that preserve orthogonality in normed spaces, Proc. Roy. Soc. Edinburgh Sect. A, 136 (2006), 709-716. 6. BOURBAKI, N. - Fonctions d’une variable r´eele, Chap. 1, 2 et 3, Hermann, Paris, 1958. 7. CHMIELIŃSKI, J. - Linear mappings approximately preserving orthogonality, J. Math. Anal. Appl., 304 (2005), 158-169. 8. CHMIELIŇSKI, J. - Remarks on orthogonality preserving mappings in normed spaces and some stability problems, Banach J. Math. Anal., 1

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