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Soil Dams:Centers of Tourist Industry
Ali Mohammad Iranmanesh 세계문화관광학회 2011 Conference Proceedings Vol.12 No.-
Considering the role of tourism industry in the development of economic has led to the fact that most countries in tourist attraction are competing owing to the fact that enriching this industry which cut down the problems in a society including on employment which is disaster today in most nation. One of ways in enriching such an industry is to increase tourist attractions and activate backgrounds in relation with and to make pleasant spaces for tourists. Of tip motivation we can point to natural views and blessing. Soil dams which are being established to prepare water for an area will have a great potentiality to exchange in to tourist centers passengers. This is going to be done based on a fundamental plan and establishing extra places and preparing services. Also these dams are able to based on their roles and less budget play very important role on tourist industry.
CHARACTERIZATION OF SUZUKI GROUP BY NSE AND ORDER OF GROUP
Iranmanesh, Ali,Mosaed, Hosein Parvizi,Tehranian, Abolfazl Korean Mathematical Society 2016 대한수학회보 Vol.53 No.3
Let G be a finite group and nse(G) be the set of numbers of elements of G of the same order. In this paper, we prove that the simple group $Sz(2^{2m+1})$, where $2^{2m+1}-1$ is a prime number, is uniquely determined by $nse(Sz(2^{2m+1}))$ and ${\mid}Sz(2^{2m+1}){\mid}$.
Characterization of suzuki group by nse and order of group
Ali Iranmanesh,Hosein Parvizi Mosaed,Abolfazl Tehranian 대한수학회 2016 대한수학회보 Vol.53 No.3
Let $G$ be a finite group and $\nse(G)$ be the set of numbers of elements of $G$ of the same order. In this paper, we prove that the simple group $Sz(2^{2m+1})$, where $2^{2m+1}-1$ is a prime number, is uniquely determined by $\nse(Sz(2^{2m+1}))$ and $|Sz(2^{2m+1})|$.
UPPER AND LOWER BOUNDS FOR THE POWER OF EIGENVALUES IN SEIDEL MATRIX
IRANMANESH, ALI,FARSANGI, JALAL ASKARI The Korean Society for Computational and Applied M 2015 Journal of applied mathematics & informatics Vol.33 No.5
In this paper, we generalize the concept of the energy of Seidel matrix S(G) which denoted by S<sup>α</sup>(G) and obtain some results related to this matrix. Also, we obtain an upper and lower bound for S<sup>α</sup>(G) related to all of graphs with |detS(G)| ≥ (n - 1); n ≥ 3.
Upper and lower bounds for the power of eigenvalues in Seidel matrix
Ali Iranmanesh,Jalal Askari Farsangi 한국전산응용수학회 2015 Journal of applied mathematics & informatics Vol.33 No.5
In this paper, we generalize the concept of the energy of Seidel matrix $S(G)$ which denoted by $S^\alpha(G)$ and obtain some results related to this matrix. Also, we obtain an upper and lower bound for $ S^\alpha(G)$ related to all of graphs with $|det S(G)|\geq(n-1), n\geq3$.
New Clothing Adoption in an Islamic Market
Habibollah Javanmard,Ali Iranmanesh,Sorayya Bakhtiari Bastaki 한국유통과학회 2014 The Journal of Industrial Distribution & Business( Vol.5 No.4
Purpose This study aims – to examine new product adoption (NPA) in the context of clothing in Iran. Research design, data, and methodology – Data were gathered from cloth owners in Iran, focusing on famous cloth brands cloth. Further, using the proportionate stratified sampling method, a total 438 usable questionnaires were returned and analyzed through the use of structural equation modeling (SEM). In addition, LISREL software was used to analyze the data collected through the structured questionnaires. Results – Overall, the study findings indicate that education has a positive effect on new product adoption, whereas the impacts of religion and Attitude towards Consumption (ATC) on new product adoption are negative and significant, but the effect of age, peers, and income on new product adoption is not significant. Conclusions – Using date obtained from a large random sample of Iranian consumers, this study offers a deeper understanding of the attitudinal and personal antecedents of consumers’ new product adoption in an emerging market. Using the findings of the articles and conclusions will be useful for market researchers and, of course, business persons.
Some bounds for total communicability of graphs
Das, Kinkar Ch.,Hosseinzadeh, Mohammad Ali,Hossein-Zadeh, Samaneh,Iranmanesh, Ali Elsevier 2019 Linear algebra and its applications Vol.569 No.-
<P><B>Abstract</B></P> <P>In a network or a graph, the total communicability (<I>TC</I>) has been defined as the sum of the entries in the exponential of the adjacency matrix of the network. This quantity offers a good measure of how easily information spreads across the network, and can be useful in the design of networks having certain desirable properties. In this paper, we obtain some bounds for total communicability of a graph <I>G</I>, T C ( G ) , in terms of spectral radius of the adjacency matrix, number of vertices, number of edges, minimum degree and the maximum degree of <I>G</I>. Moreover, we find some upper bounds for T C ( G ) when <I>G</I> is the Cartesian product, tensor product or the strong product of two graphs. In addition, Nordhaus–Gaddum-type results for the total communicability of a graph <I>G</I> are established.</P>