PERSONAL INFORMATION:
Name: Adel
Family name: Kazemi Piledaraq
Scientific Name: Adel P. Kazemi or A. P. Kazemi
Date of Birth: June 23, 1975
Language: Azerbayjani Turkish, Türkiye Turkish, English, Persian.
E-mail: adelpkazemi@yahoo.com, a.p.kazemi@uma.ac.ir
Mathematical Reviewer Author ID: 803682
1993-1997, B. Sc. In Mathematics, University of Tabriz, Tabriz, Iran
M. Sc. In Mathematics, University of Mazandaran, Babolsar, Iran. Title of thesis: Additive and multiplicative commutators and their applications, Supervisor: Prof. D. Mojdeh, 1998-2000
Ph.D. In Mathematics, University of Mazandaran, Babolsar, Iran. Title of thesis: The coloring dening numbers and the forcing domination numbers, Supervisors: Prof. D. , Mojdeh, Prof. A. Khodkar, 2003-2007
Some of my research areas in graph theory and combinatorics are listed here
Latin squares and their transversals
Vertex colorings of graphs
Edge colorings of graphs
Total colorings of graphs
Total dominator coloring of graphs
Total dominator mixed coloring of graphs
Domination in graphs
Total domination in graphs
k-tuple total domination in graphs
Upper k-tuple total domination in graphs
Roman domination in graphs
Total mixed domination in graphs
Power domination in graphs
Restrained domination in graphs
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41 - A. P. Kazemi. Total dominator total chromatic numbers of cycles and paths, RAIRO - Operations Research 57 (2023) 383{399.
40 - A. P. Kazemi, Total dominator total coloring of graphs, Contributions to Discrete Mathematics, 18(2) (2023) 1-19 (with F. Kazemnejad and S. Moradi).
39 - A. P. Kazemi, Total mixed domination in graphs, AKCE International Journal of Graphs and Combina- torics, 19 (3) (2022) 229{237, (with F. Kazemnejad and S. Moradi).
38 - A. P. Kazemi, Some product graphs with power domination number at most 2, AKCE Int. J. of Graph The- ory and Combin., 18 (3) (2021) 127-131.
37 - A. P. Kazemi, Roman k-tuple domination in graphs, Iranian Journal of Mathematical Sciences and Infor- matics, Vol. 15, No. 2 (2020) 101-115.
36 - A. P. Kazemi, Total dominator coloring of the circulant graphs Cn(a; b), Utilitas Mathematica,115 (2020) 105{117,.
35 - A. P. Kazemi, Quasi-Transversal in Latin Squares (with B. Pahlavsay), accepted (2020),.
34 - A. P. Kazemi, k-tuple restrained domination in graphs, Quaestiones Mathematicae, 44(8) (2021) 1023- 1036.
33 - A. P. Kazemi, Cartesian product graphs and k-tuple total domination, FILOMAT, 32 (19) (2018) 6713{ 6731 (with Rebecca J. Stones and B. Pahlavsay).
32 - A. P. Kazemi, Total dominator chromatic number of Mycieleskan graphs, Utilitas Mathematica, 103 (2017) 129{137.
31 - A. P. Kazemi, Upper k-tuple total domination in graphs, Pure and Applied Mathematics Quarterly, 13 (4) (2017) 563-579.
30 - A. P. Kazemi, Double total domination in Harary graphs, Communications in Mathematics and Applica- tions, 8 (1) (2017), 1-5 (with B. Pahlavsay).
29 - A. P. Kazemi, Chromatic number of Harary graphs, Tbilisi J. of Math., 9 (1) (2016), 271-278 (with P. Jalilolghadr).
28 - A. P. Kazemi, Total dominator chromatic number of a graph, Transactions On Combinatorics, Vol.4 No.2 (2015) 45-55,.
27 - A. P. Kazemi, Total dominator chromatic number of a graph, Vol.4 No.2 (2015) 45-55,.
26 - A. P. Kazemi, A note on the k-tuple total domination number of a graph, Tbilisi Mathematical Journal, 8 (2) (2015) 281-286,.
25 - A. P. Kazemi, k-tuple total restrained domination/domatic in graphs, Bull. Iranian Math. .
24 - A. P. Kazemi, Total dominator coloring in product graphs, Utilitas Mathematica, 94 (2014) 329-345..
23 - A. P. Kazemi, k-tuple total domination in in ated graphs, FILOMAT, 272 (2013) 341-351.
22 - A. P. Kazemi, Total domination in Kr-covered graphs, Bull. Iranian Math. Soc., 39 (4) (2013) 675-680.
21 - A. P. Kazemi, k-tuple domatic in graphs, Caspian Journal of Mathematical Sciences, 2 (2) (2013) 105-112.
20 - A. P. Kazemi, Total domination in in ated graphs, Discrete Applied Mathematics, 160 (2012) 164-169 (with M. A. Henning).
19 - A. P. Kazemi, Roman domination and Mycieleski's stucture in graphs, Ars Combinatoria, Vol. CVI (2012) 277-287.
18 - A. P. Kazemi, k-tuple total domination and Mycieleskian graphs, Transaction on Combinatorics, 1 (1) (2012) 7{13.
17 - A. P. Kazemi, On the total k-domination number of graphs, Discussions Mathematicae and Graph Theory, 32 (3) (2012) 419-426.
16 - A. P. Kazemi, k-tuple total domination in complementary prisms, ISRN Discrete Mathematics, (2012).
15 - A. P. Kazemi, k-tuple total domination in cross product of graphs, Journal of Combinatorial Optimization, 24 (3) (2012) 339-346 (with M. A. Henning).
14 - A. P. Kazemi, S. M. Sheikholeslami and L.Volkmann, The Roman (k; k)-domatic number of a graph, Annales Mathematicae et Informaticae, 38 (2011) 45-57.
13 - A. P. Kazemi and B. Pahlavsay, k-tuple total domination in supergeneralized Petersen graphs, Communications in Mathematics and Applications, 2 (1) (2011) 21-30.
12 - A. P. Kazemi, k-tuple total restrained domination in complementary prisms, ISRN Combinatorics, (2013) Article ID 984549.
11 - A. P. Kazemi, k-tuple total domination in complementary prisms, ISRN Combinatorics, (2011) doi: 10.5402 /2011/681274,
10 - A. P. Kazemi and M. A. Henning, k-tuple total domination in graphs, Discrete Applied Mathematics, 158 (2010) 1006-1011.
9 - A. P. Kazemi, On the independent domination number of the generalized Petersen graphs, African Diaspora Journal of Mathematics, 10 (1) (2010), 18-22.
8 - A. P. Kazemi, Every K1;7, K1;3-free, 3-vertex critical graph of even order has a perfect matching, J. of Disc. Math. Scie. and Crypto., 13 (6) (2010) 583-591.
7 - A. P. Kazemi, Dening numbers in some of the Harary graphs, Applied Mathematics Letters, 22 (2009) 922- 926 (With D. A. Mojdeh),
6 - A. P. Kazemi, On the domination number of some graphs, Journal of Discrete Mathematical Sciences and Cryptography, 12 (4) (2009) 489-493,.
5 - A. P. Kazemi, Geodomination in graphs II, Journal of Discrete Mathematical Sciences and Cryptography, 12 (1) (2009) 43-50.
4 - A. P. Kazemi, Geodomination in graphs, International Mathematical Forum, 35 (2) (2007), 1729-1736.
3 - A. P. Kazemi, Chromatic numbers in some graphs, International Mathematical Forum , 35 (2) (2007), 1723-1727.
2 - A. P. Kazemi, D. A. Mojdeh and A. Khodkar,Domination in Harary graphs, The Bulletin of ICA, 49 (2007) 61-78.
1 - A. P. Kazemi, Domination in Harary graphs, The Bulletin of ICA, 49 (2007) 61-78 (with D. A. Mojdeh and A. Khodkar),
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