Now showing items 1-20 of 32

  • Chemical reaction and Hall effects on visco-elastic fluid flow past an inclined moving plate in the presence of heat generation/absorption 

    Latitha, P.; Chaturvedi, N.; Varma, S.V.K. (ESRSA Publications Pvt. Ltd., https://www.ijert.org/, 2016)
    The present work analyzes the Hall and Chemical reaction effects on two dimensional MHD flow of a Visco-elastic fluid past an inclined moving plate by taking double diffusive convection in the presence of Heat generation. ...
  • A concise approach to real analysis 

    Robdera, Mangatiana A. (Lulu, www.lulu.com, 2014-10-07)
  • Diffusion thermo effects on MHD convective flow past a semi-infinite vertical moving plate embedded in a porous medium in the presence of chemical reaction, radiation and heat source 

    Jyothi, P.; Chaturvedi, N.; Reddy, Viswanatha G.; Lalitha, P. (Scholarlink Research Institute, http://jeteas.scholarlinkresearch.com/, 2016)
    The study of MHD flow in a porous medium is receiving worldwide attention because of its numerous applications in cooling of electronic systems, chemical catalytic reactors and thermal insulating engineering etc. The ...
  • Exponential polynomials on commutative hypergroups 

    Székelyhidi, László (Springer, www.springer.com, 2013)
    Polynomials and exponential polynomials play a fundamental role in the theory of spectral analysis and spectral synthesis on commutative groups. Recently several new results have been published in this field. Spectral ...
  • Extensions of the Lusin's Theorem, the Severini-Egorov's Theorem and the Riesz Subsequence Theorems 

    Robdera, Mangatiana A. (ScienceDomain International; www.sciencedomain.org, 2016-10-14)
    We give extensions of the Lusin’s Theorem, the Severini-Egorov’s Theorem, and the Riesz Subsequence Theorems to the setting of a non-additive vector valued set functions and sequences of functions taking values in general ...
  • Homotopy Lie Algebra of Spaces for Hyperbolic Coformal 2-Cones 

    Gatsinzi, J-B. (International Press; http://www.intlpress.com/HHA/, 2004)
    In this paper, we show that the rational homotopy Lie algebra of classifying spaces for certain types of hyperbolic coformal 2-cones is not nilpotent.
  • Hydromagnetic free convective radiating flow of chemically reacting fluid through porous medium over a vertical surface in the presence of heat absorption 

    Sarala, Muni G.; Varma, S.V.K.; Chaturvedi, N. (Associated Asia Research Foundation (AARF), http://aarf.asia/irjmeit.php, 2016)
    This paper discusses the analysis of first order homogeneous chemical reaction and heat source on MHD flow with heat and mass transfer characteristics of an incompressible, viscous, electrically conducting and Newtonian ...
  • Improved particle swarm algorithms for global optimization 

    Ali, M.M.; Kaelo, P. (Elsevier Ltd. www.elevier.com/locate/amc, 2008)
    Particle swarm optimization algorithm has recently gained much attention in the global optimization research community. As a result, a few variants of the algorithm have been suggested. In this paper, we study the efficiency ...
  • The Levi-Civitá equation, vector modules and spectral synthesis 

    Székelyhidi, László (Banach Center Polish Academy of Sciences, 2013)
    The purpose of this paper is to give a survey on some recent results concerning spectral analysis and spectral synthesis in the framework of vector modules and in close connection with the Levi-Civita functional equation. ...
  • More on equivalence properties of Radon-Nikodym property types and Complete Continuity property types 

    Robdera, Mangatiana A. (Pushpa Publishing House, www.pphmj.com, 2013-01)
    We study the equivalence property of the I- and II-L-Radon-Nikodým property (resp. I- and II-L-complete continuity property) types of Banach spaces. As a by-product, we obtain a proof of the following: F. Lust-Picard’s ...
  • A new general approach to vector valued stochastic integration 

    Robdera, Mangatiana A. (International Journal of Modeling and Optimization, www.ijmo.org, 2014-08)
    We use an extended theory of integral that generalizes the integration of vector valued functions with respect to non-negative, monotonic,countably subadditive set functions, in order to introduce a new approach to stochastic ...
  • A numerical study of some modified differential evolution algorithms 

    Kaelo, P.; Ali, M.M. (Elsevier; www.elsevier.com/locate/ejor, 2006)
    Modifications in mutation and localization in acceptance rule are suggested to the differential evolution algorithm for global optimization. Numerical experiments indicate that the resulting algorithms are considerably ...
  • On cartesian nets and fubini-tonelli type theorem 

    Robdera, Mangatiana A. (International Journal of Applied Physics and Mathematics, http://www.ijapm.org/, 2017-04)
    The notion of Cartesian net is introduced in order to provide an appropriate setting for the notion of double limit for directed functions defined on Cartesian products of spaces. As an application, we obtain extensions ...
  • On natural characterizations of tensor integrability 

    Robdera, Mangatiana A. (Science Domain International, http://www.sciencedomain.org/, 2015-05-04)
    We revisit the definition of the tensor integrability introduced in [1], and prove some useful characterizations that provide a foundation for studying relevant properties to the integration theory. As applications, we ...
  • On non-metric covering lemmas and extended Lebesgue-differentiation theorem 

    Robdera, Mangatiana A. (Science Domain International;http://www.sciencedomain.org, 2015-03-28)
    We give a non-metric version of the Besicovitch Covering Lemma and an extension of the Lebesgue-Differentiation Theorem into the setting of the integration theory of vector valued functions.
  • On semi-parallel lightlike hypersurfaces of indefinite Kenmotsu manifolds 

    Massamba, F. (Birkhäuser Basel. http://www.springerlink.com/content/107580/?p=1930c3cc1de944feae211b785b3b42a4&pi=0, 2009)
    We study semi-parallel lightlike hypersurfaces of an indefinite Kenmotsu manifold, tangent to the structure vector field. Some Theorems on parallel and semi-parallel vector field, geodesibility of lightlike hypersurfaces ...
  • On size function topology and fixed point theorems 

    Robdera, Mangatiana A. (International Scientific Publications and Consulting Services, http://www.ispacs.com/about.php, 2017-06)
    In this paper, we introduce and study a metric-like (non-necessarily metric) topology that is weaker than the original topology of a given topological space. The results are used to provide more useful and more general ...
  • On summable bases in Banach spaces 

    Robdera, Mangatiana A. (Science Domian International, www.sciencedomain.org, 2014-06-24)
    We introduce the notion of summable bases that naturally generalizes the notion of unconditional sequence bases for Banach spaces. We shall be particularly interested in some classical results on sequences and series in ...
  • On the differentiability of vector valued additive set functions 

    Robdera, Mangatiana A.; Kagiso, Dintle (Scientific Research, http://www.scirp.org, 2013-11)
    The Lebesgue-Nikodým Theorem states that for a Lebesgue measure λ:Σ〖⊂2〗^Ω→[0,∞) an additive set function F:Σ→R which is λ-absolutely continuous is the integral of a Lebegsue integrable a measurable function ...
  • On the Orlicz-Pettis theorem for integrals 

    Robdera, Mangatiana A. (Pushpa Publishing House, www.pphmj.com, 2010-10)
    In this note, we propose a more efficient approach to the definition of the integral of Banach-valued functions that enables us to give an improved version of the Orlicz-Pettis theorem for integrals.