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1. Full Text A fictitious points one–step MPS–MFS technique
by Zhu, Xiaomin and Dou, Fangfang and Karageorghis, Andreas and Chen, C.S
Applied mathematics and computation, ISSN 0096-3003, 10/2020, Volume 382, p. 125332
Shape parameter | Radial basis functions | Method of fundamental solutions | Method of particular solutions | Multiquadrics | Fictitious points method | Physical Sciences | Mathematics | Mathematics, Applied | Science & Technology
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2. Full Text Reduced integration at superconvergent points in isogeometric analysis
by Fahrendorf, Frederik and De Lorenzis, Laura and Gomez, Hector
Computer methods in applied mechanics and engineering, ISSN 0045-7825, 01/2018, Volume 328, pp. 390 - 410
Isogeometric analysis | Superconvergent points | Galerkin method | Collocation method | Variational collocation | Mathematics, Interdisciplinary Applications | Engineering | Physical Sciences | Technology | Engineering, Multidisciplinary | Mechanics | Mathematics | Science & Technology | Studies | Boundary value problems | Basis functions | Mathematical analysis | Collocation methods | Convergence
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3. Full Text Variational implicit point set surfaces
by Huang, Zhiyang and Carr, Nathan and Ju, Tao
ACM transactions on graphics, ISSN 0730-0301, 07/2019, Volume 38, Issue 4, pp. 1 - 13
point clouds | surface reconstruction | radial basis functions | implicit surfaces | Computer Science, Software Engineering | Technology | Computer Science | Science & Technology
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4. Full Text Novel adaptive laser scanning method for point clouds of free-form objects
by Zang, Yufu and Yang, Bisheng and Liang, Fuxun and Xiao, Xiongwu
Sensors (Basel, Switzerland), ISSN 1424-8220, 07/2018, Volume 18, Issue 7, p. 2239
Radial basis function | Geometric multi-level | Perceptual quality | Adaptive representation | Surface variation | Engineering | Physical Sciences | Chemistry | Technology | Instruments & Instrumentation | Engineering, Electrical & Electronic | Chemistry, Analytical | Science & Technology | Finite element method | Scanning | Lasers | Three dimensional models | Optimization | Scanners | radial basis function | surface variation | perceptual quality | adaptive representation | geometric multi-level
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5. Full Text Sub-pixel mapping with point constraints
by Wang, Qunming and Zhang, Chengyuan and Atkinson, Peter M
Remote sensing of environment, ISSN 0034-4257, 07/2020, Volume 244, p. 111817
Point constraints | Remote sensing images | Downscaling | Super-resolution mapping | Sub-pixel mapping (SPM) | Pixel swapping algorithm (PSA) | Life Sciences & Biomedicine | Technology | Remote Sensing | Environmental Sciences & Ecology | Imaging Science & Photographic Technology | Science & Technology | Environmental Sciences | Uncertainty | Mapping | Land cover | Remote sensing | Pixels | Optimization | Land use | Radial basis function | Interpolation | Artifacts | Accuracy | Spatial distribution | Maps | Inverse problems | Algorithms | Spatial data | Ill posed problems | Image enhancement | Image contrast
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6. Full Text IGA-MPM: The Isogeometric Material Point Method
by Moutsanidis, Georgios and Long, Christopher C and Bazilevs, Yuri and Los Alamos National Lab. (LANL), Los Alamos, NM (United States)
Computer methods in applied mechanics and engineering, ISSN 0045-7825, 12/2020, Volume 372, p. 113346
Material Point Method | Cell-crossing instability | Isogeometric Analysis | Smooth basis functions | Particle methods | NURBS | Mathematics, Interdisciplinary Applications | Engineering | Physical Sciences | Technology | Engineering, Multidisciplinary | Mechanics | Mathematics | Science & Technology | Cell-Crossing Instability | Smooth Basis Functions | ENGINEERING | Particle Methods
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7. Full Text Bone Tissue Properties Measurement by Reference Point Indentation in Glucocorticoid‐Induced Osteoporosis
by Mellibovsky, Leonardo and Prieto‐Alhambra, Daniel and Mellibovsky, Fernando and Güerri‐Fernández, Roberto and Nogués, Xavier and Randall, Connor and Hansma, Paul K and Díez‐Perez, Adolfo
Journal of bone and mineral research, ISSN 0884-0431, 09/2015, Volume 30, Issue 9, pp. 1651 - 1656
REFERENCE POINT INDENTATION | ANABOLICS | BONE MATERIAL STRENGTH | CORTICOSTEROIDS | BIOMECHANICS | ANTIRESORPTIVES | bone material strength | anabolics | biomechanics | corticosteroids | antiresorptives | reference point indentation | Life Sciences & Biomedicine | Endocrinology & Metabolism | Science & Technology | Bone and Bones - pathology | Bone Density | Osteoporosis - chemically induced | Calcium - metabolism | Humans | Middle Aged | Stress, Mechanical | Male | Reference Values | Bone Density Conservation Agents - administration & dosage | Absorptiometry, Photon | Denosumab - administration & dosage | Bone and Bones - diagnostic imaging | Risedronate Sodium - administration & dosage | Glucocorticoids - chemistry | Adult | Female | Teriparatide - adverse effects | Aged | Densitometry | Fractures, Bone - prevention & control | Glucocorticoids - adverse effects | Measurement | Osteoporosis | Corticosteroids | Vitamin D | Bone densitometry | Calcifediol | Alfacalcidol | Steroids | Dual energy X-ray absorptiometry | Glucocorticoids | Calcium | Bisphosphonates | Fractures | Parathyroid hormone | Tibia | Risedronic acid | Bones | Bone mineral density | Bone density | Bone (cortical) | Index Medicus | Osteoporosi | strength | Ciències de la salut | mechanical-properties | Ossos | postmenopausal women | in-vivo measurement | structural basis | Wounds and injuries | fracture risk | mineral density | Teixit ossi | Ferides i lesions | Bone | Medicina | finite-element-analysis | antiresorptive drugs | cortical bone | Àrees temàtiques de la UPC | Glucocorticoides
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8. Full Text Spectral meshless radial point interpolation (SMRPI) method to two‐dimensional fractional telegraph equation
by Shivanian, Elyas
Mathematical methods in the applied sciences, ISSN 0170-4214, 05/2016, Volume 39, Issue 7, pp. 1820 - 1835
radial basis function | finite differences | time‐fractional derivatives | spectral meshless radial point interpolation (SMRPI) method | time-fractional derivatives | Physical Sciences | Mathematics | Mathematics, Applied | Science & Technology | Interpolation | Air flow | Methods | Finite element method | Basis functions | Mathematical analysis | Meshless methods | Collocation methods | Mathematical models | Spectra
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9. Full Text The radial basis function differential quadrature method with ghost points
by Lin, Ji and Zhao, Yuxiang and Watson, Daniel and Chen, C.S
Mathematics and computers in simulation, ISSN 0378-4754, 07/2020, Volume 173, pp. 105 - 114
Shape parameter | Differential quadrature | Radial basis functions | Multiquadrics | Physical Sciences | Computer Science, Interdisciplinary Applications | Technology | Computer Science | Mathematics | Computer Science, Software Engineering | Mathematics, Applied | Science & Technology
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10. Full Text Enhancement of the material point method using B‐spline basis functions
by Gan, Yong and Sun, Zheng and Chen, Zhen and Zhang, Xiong and Liu, Yu
International journal for numerical methods in engineering, ISSN 0029-5981, 01/2018, Volume 113, Issue 3, pp. 411 - 431
B‐spline basis functions | Gauss quadrature | mesh refinement | large deformation | material point method | transient problems | B-spline basis functions | Mathematics, Interdisciplinary Applications | Engineering | Physical Sciences | Technology | Engineering, Multidisciplinary | Mathematics | Science & Technology | Interpolation | Accuracy | Error analysis | Deformation | Basis functions | Splines | Stress waves | Convergence
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