Search Result "numerical errors"
Errors: Theory and Application
Ebook: Numerical Analysis for Science, Engineering and Technology
Volume: 1 Year: 2018
Author(s): Said Gamil Ahmed Sayed Ahmed,Hossein Jafari,Mukhtar Yagoub Youssif,Roberto Datja
Doi: 10.2174/9781681086514118010002
Methods of Fitting Straight Lines where Both Variables are Subject to Measurement Error
Journal: Current Clinical Pharmacology
Volume: 4 Issue: 3 Year: 2009 Page: 164-171
Author(s): Jonathan Gillard, Terence Iles
Innovations in Video Error Resilience and Concealment
Journal: Recent Patents on Signal Processing (Discontinued)
Volume: 1 Issue: 2 Year: 2011 Page: 124-134
Author(s): Martin Fleury, Sandro Moiron, Mohammed Ghanbari
Medication Error Analysis: A Systematic Approach
Journal: Current Drug Safety
Volume: 5 Issue: 1 Year: 2010 Page: 2-5
Author(s): Gourang P. Patel, Sandra L. Kane-Gill
Numerical Solution of Nonlinear Equations
Ebook: Numerical Analysis for Science, Engineering and Technology
Volume: 1 Year: 2018
Author(s): Said Gamil Ahmed Sayed Ahmed,Hossein Jafari,Mukhtar Yagoub Youssif,Roberto Datja
Doi: 10.2174/9781681086514118010005
Effect of Human Errors on an Inventory Model Under Two Warehouse Environments
Journal: Recent Advances in Computer Science and Communications
Volume: 15 Issue: 4 Year: 2022 Page: 495-504
Author(s): Mandeep Mittal,Sarla Pareek,Aastha Panwar
Asymptotics for the Error Function
Ebook: The Stokes Phenomenon, Borel Summation and Mellin-Barnes Regularisation
Volume: 1 Year: 2008
Author(s): Victor Kowalenko
Doi: 10.2174/978160805010910901010047
Study on Structural Error Compensation of 3-UPU Parallel Mechanism
Journal: Recent Advances in Electrical & Electronic Engineering
Volume: 13 Issue: 8 Year: 2020 Page: 1266-1274
Author(s): Yonggeng Wei,Xin Shi,Zhongxian Wang
Numerical Results
Ebook: Boundary Element Methods for Heat Transfer with Phase Change Problems: Theory and Application
Volume: 1 Year: 2022
Author(s):
Doi: 10.2174/9789815040883122010009
Introduction of Numerical Differentiation and Integration
Ebook: Fundamentals of Computational Methods for Engineers
Volume: 1 Year: 2022
Author(s):
Doi: 10.2174/9789815039054122010007