November 19, 2018
Kamal Shanazari

Kamal Shanazari

Academic rank: Associate professor
Address:
Education: PhD.
Phone: 3239345
Faculty: Faculty of Science

Research activities

Journal articles
1
Kamal Shanazari (2012) An adaptive domain partitioning technique for meshfree-type methods journal of applied mathematics: ;
2
Kamal Shanazari, Mohamad Husemi (2011) A two dimensional adaptive nodes technique in irregular regions applied to meshless-type methods ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS: 36; 161-168
3
Ke Chen, Kamal Shanazari (2010) A parallel implementation of overlapping Schwarz method for the Dual Reciprocity method APPLIED MATHEMATICS AND COMPUTATION: 216; 3355-3364
4
Kamal Shanazari, Mahmood Falahi (2010) A quasi-linear technique applied to the method of fundamental solution ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS: 34; 388-392
5
Kamal Shanazari, Nima Rabie (2009) A three dimensional adaptive nodes technique applied to meshless-type methods ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS: 59; 1187-1197
6
Kamal Shanazari, Ke Chen (2003) A minimal distance constrained adaptive mesh algorithm with applicationto the dual reciprocity method NUMERICAL ALGORITHMS: 32; 275-286
7
Kamal Shanazari, Ke Chen (2003) An overlapping domain decomposition dual reciprocity method ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS: 27; 945-953
8
Kamal Shanazari, Mohamad Husemi Adapting nodes in three dimensional irregular regions for meshless-type methods NUMERICAL ALGORITHMS: ;
Conference articles
1
Kamal Shanazari, zahed galavigh (2012) A generalized boundary element method for problems with inifinite domains 43th Annual Iranian Mathematics Conference, Iran, Tabriz
2
Kamal Shanazari, Sharareh amiri (2012) An improved formulation for the dual reciprocity boundary element method 43th Annual Iranian Mathematics Conference, Iran, Tabriz
3
Kamal Shanazari, Maryam Nyazi (2011) A comparison between meshless methods of domain type and boundary type The 42nd Annual Iranian Mathematics Conference, Iran
4
Kamal Shanazari, M.Mehdi Nikmehr (2011) Type of the virtual boundary in the application of analog equation method to the MFS The 42nd Annual Iranian Mathematics Conference, Iran
5
Kamal Shanazari, Fazane Jagh (2010) Osculatory interpolation in non-overlapping domain decomposition method 41th Annual Iranian Mathematics Conference, Iran, Oromieh
6
Kamal Shanazari, Nasrin Mohammadi (2010) An overlapping domain decomposition method applied to the method of fundamental solution 41th Annual Iranian Mathematics Conference, Iran, Oromieh
7
Kamal Shanazari (2009) A non-overlapping domain decomposition applied to the method of fundamental solution 7th conference on Boundary Integral Method, UK
8
Kamal Shanazari, Somayeh ghorbani (2007) A piecewise polynomial interpolation adaptive mesh for integro-differential equations 38th Annual Iranian Mathematics Conference, Iran
9
Kamal Shanazari, Nima Rabie (2007) A Two Dimensional Adaptive Mesh For The Collocation Meshless Method 38th Annual Iranian Mathematics Conference, Iran
10
Kamal Shanazari (2007) Choice of RBFs in the non-overlapping domain decomposition dual reciprocity method 6th conference on Boundary Integral Methods, UK
11
Kamal Shanazari (2006) An adaptive domain decomposition dual reciprocity method 37th Annual Mathematics Conference, Iran
12
Kamal Shanazari, Ke Chen (2005) A parallel non-overlapping domain decomposition dual reciprocity method, 5th conference on Boundary Integral Methods, UK
13
Kamal Shanazari, Ke Chen (2003) A parallel overlapping of DRM Schwarz method 4th conference on Boundary Integral Methods, UK
14
Kamal Shanazari, Ke Chen (2001) An adaptive mesh technique based on domain mapping for the dual reciprocity method 3rd conference on Boundary Integral Methods, UK
15
Kamal Shanazari, Ke Chen (2001) On an adaptive mesh algorithm with minimal distance control for the dual reciprocity method international conference on Algorithms for Approximation IV, UK
Speeches
1
2
Kamal Shanazari (2008) Application of domain decomposition in the method of fundamental solution دانشگاه کردستان هفته پژوهش