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Modified Fixed Point Theorem with Contractive Mapping for Noor Iteration Process
By D.P.Shukla,Rahul Dwivedi and Kashi Ram Ahirwar © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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46 views | Related Articles |
461-467 Page(s)
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Abstract
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In this paper, we establish a new result for noor iteration by using a more general contractive definition. We employ the same method as in Berinde [1], Harder and Hicks [3], Osilike [4,5] and Olatinwo, Owojori and Imoru [6], Rhoades [8]. |
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Keywords
Fixed poin t, Noor Iteration, Co ntractive mapping
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Mhd Convective Flow Past a Continuously Moving Porous Vertical Plate with Mass Transfer
By D.Sarma,N.Ahmed and Anjan Kumar Deka © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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5 views | Related Articles |
449-459 Page(s)
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Abstract
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The study of two dimensional convective force and mass transfer |
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Keywords
MHD, Induced magnetic
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Best Proximity Points for Generalized Semi Cyclic Contraction Pair in Banach Spaces
By S.Chelliah and M.Marudai © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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3 views | Related Articles |
439-448 Page(s)
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Abstract
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In this paper by introducing the generalized semi-cyclic contraction pair (S,T) on A U B we prove the existence of best proximity points theorems that generalize the results of M. Gabeleh and A.Abkar [2]. |
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Keywords
Best proximity point, Uniformly convex Banach space, Contraction.
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Common Fixed Point Theorems for Mappings Satisfying Generalized Contraction Principle Using Rational Inequality
By Geeta Modi and Chitra Singh © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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4 views | Related Articles |
431-437 Page(s)
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Abstract
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We prove common fixed point theorems for weakly compatible mapping satisfying generalized contraction principle by using a rational inequality. |
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Keywords
Common fixed point, weakly compatible, Generalized weak contraction, Altering distance, Control function.
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A Common Unique Random Fixed Point Theorem for Expansive Type Mapping in Hilbert Space
By Rajesh Shrivastava,Anil Rajput and Shiv Kumar Singh © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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425-430 Page(s)
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Abstract
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The object of this paper is to obtain a common unique |
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Keywords
Separabele Hilbert space, Random o perators, Common rando m
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A Common Fixed Point Theorem for Four Mappings in Dislocated Quasi-Metric Space
By K. Jha , K. P. R. Rao and D. Panthi © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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2 views | Related Articles |
417-424 Page(s)
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Abstract
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The aim of this paper is to obtain a common |
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Keywords
Dislocated quasi-metric, Weakly compatible maps, Commo n
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Related Fixed point Theorems for Three Mappings in Three Sequentially Compact Fuzzy Metric Space
By Yumnam Rohen,L.Bishwakumar and Yogesh Sharma © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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1 views | Related Articles |
411-416 Page(s)
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Abstract
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In this paper we give a related fixed point theorem for three mappings in three sequentially compact fuzzy metric spaces. This result generalizes the result of K.P. R. Rao and T. Ranga Rao, N. Srinivasa Rao and J. Rajendra Prasad [5]. |
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Keywords
Fuzzy metric space, Weakly compatible pair, Sequentially compact, Related fixed point
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A New Class of Multivalent Function with Hypergeomatric Function
By Hussein Jaber Abdul Hussien and Rafid Habib Buti © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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403-409 Page(s)
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Abstract
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In this paper we introduce a new class M of multivalent functions with hyper-geometric function in the unit disk U. We obtain coefficient estimates and some theorems. |
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Keywords
Hypergeometric function, Multivalent functions, Integral operator
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Dominating Sequential Functions
By Dharmendra Kumar Yadav and Dipak Kumar Sen © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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391-401 Page(s)
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Abstract
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In the present paper, we have introduced Dominating, Sequential and Dominating Sequential functions of Trigonometric, Hyperbolic, Exponential and Logarithmic functions, which dominates the classical elementary trigonometric, hyperbolic,exponential and logarithmic functions in the sense that for particular values of m and r the introduced functions reduce to the classical elementary functions. In the paper, the power series of different functions [1, 2, 3, 4] by Maclaurins and Taylors theorems using Bernoulli and Euler numbers [5,6] have played a major role while expanding the introduced functions into the infinite series... |
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Keywords
D-function, Taylors series, Trigo nometric, Hyperbolic, Exponential and Logarith-mic functions, Bernoulli numbers, Eulers numbers, Inner product of two vectors, etc
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Relative Magnitude Analysis (RMA) and its Comparison Over Other Computational Approaches
By Rajesh Gopinath,Vijayalakshmi Akella,P.R.Bhanumurthy and P.Siva Kota Reddy © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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381-390 Page(s)
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Abstract
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Most Researchs involves collection of huge raw data, with several techniques available for its statistical analysis. However, despite several empirical studies, certain short-comings have been observed due to the inappropriate approaches. The current work attempts to showcase Relative Magnitude Analysis (RMA) as a tool for a more accurate representation of the population characteristics of a huge parallel variable data-base. To elaborate RMA, a sample of one month data of air temperature was used. The data was a part of meteorological studies collected over a period of 1 year at half-hourly intervals to analyse Urban Heat Island Intensity (UHII) in one of the metropolitan cities in India... |
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Keywords
An alysis, Empirical, Island, Magnitude, Relative, Urban.
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On Vertex Polynomial
By J.Devaraj and E.Sukumaran © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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371-380 Page(s)
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Abstract
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Let G be a graph. The vertex polynomial of the graph G is de |
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Keywords
Maximum degree, Vertex Polynomial, Complete graph, Stem graph, Leaf graph,Leaf a nd Stem graph
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On Degree of Approximation by Product Means (E,q)(N,pn) of Conjugate Series of Fourier Series
By B.P.Padhy,S.K.Buxi,M.Misra and U.K.Misra © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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2 views | Related Articles |
363-370 Page(s)
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Abstract
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In this paper a theorem on degree of Approximation of a function f |
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Keywords
Degree of A pproximation, f
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Common Fixed Point Theorems of Compatible Mappings of Type (R)
By M.Krishnanando,Y.Rohen and L.Shambhu © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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355-361 Page(s)
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Abstract
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In this paper, we prove some common fixed point theorems of compatible map-pings of type(R) in complete metric spaces. Our results modify the results of Sushil and Patidar [7]. |
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Keywords
Fixed poin t, Complete metric space, Compatible mappings
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Some Multivariate Normal Distributions Based on Parametric and Non-Parametric Measures of Information
By Rohit Kumar Verma, C.L.Dewangan and P.Jha © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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1 views | Related Articles |
343-353 Page(s)
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Abstract
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On the basis of some information measures we can propose some new multivariate normal distributions which may be found useful in information sciences. |
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Keywords
Normal distribution, Measure of entropy, Differential entropy, Information Theory.
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The Bondage Number of A Graph
By S.Velammal and S.Arumugam © 2012. Ascent Publication
International Journal of Mathematical Sciences and Engineering Applications, Volume 6, Issue 1
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337-342 Page(s)
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Abstract
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The bondage number b(G) of a non empty graph G is the minimum number of edger whose removal from G results in a graph having domination number greater than the domination number of G. In this paper we characterize graphs for which b(G) = p 1 and b(G) = (1) _+1. We also introduce the concept of uniform bondage number bu (G) and determine the exact value of bu (G) for several classes of graphs. |
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Keywords
Domination number, Bondage number, Uniform bondage number
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