Results for 'Krishnamurty Muralidhar'

9 found
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  1.  84
    An Empirical Investigation of the Relationship Between Change in Corporate Social Performance and Financial Performance: A Stakeholder Theory Perspective. [REVIEW]Bernadette M. Ruf, Krishnamurty Muralidhar, Robert M. Brown, Jay J. Janney & Karen Paul - 2001 - Journal of Business Ethics 32 (2):143 - 156.
    Stakeholder theory provides a framework for investigating the relationship between corporate social performance (CSP) and corporate financial performance. This relationship is investigated by examining how change in CSP is related to change in financial accounting measures. The findings provide some support for a tenet in stakeholder theory which asserts that the dominant stakeholder group, shareholders, financially benefit when management meets the demands of multiple stakeholders. Specifically, change in CSP was positively associated with growth in sales for the current and subsequent (...)
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  2.  12
    Corporate Social Monitoring: A Comparison of the Relative Values of Religious Activists and Public Affairs Officers.Krishnamurty Muralidhar, Karen Paul & Bernadette M. Ruf - 1996 - Business and Professional Ethics Journal 15 (2):51-67.
  3. An Empirical Investigation of the Relationship Between Change in Corporate Social Performance and Financial Performance:. A Stakeholder Theory Perspective.M. Berndaette, Ruf Krishnamurty Muralidhar, Robert M. Brown & J. Jay - 2001 - Journal of Business Ethics 32 (2):143-156.
     
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  4.  37
    Interoperability of Disparate Engineering Domain Ontologies Using Basic Formal Ontology.Thomas J. Hagedorn, Barry Smith, Sundar Krishnamurty & Ian R. Grosse - 2019 - Journal of Engineering Design 31.
    As engineering applications require management of ever larger volumes of data, ontologies offer the potential to capture, manage, and augment data with the capability for automated reasoning and semantic querying. Unfortunately, considerable barriers hinder wider deployment of ontologies in engineering. Key among these is lack of a shared top-level ontology to unify and organise disparate aspects of the field and coordinate co-development of orthogonal ontologies. As a result, many engineering ontologies are limited to their scope, and functionally difficult to extend (...)
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  5. Robea M Brown, Jay J Janney, Karen Paul. An Empirical Investigation of the Relationship Between Change in Corporate Social Performance and Financial Performance: A Stakeholder Theory Perspective.Bernadette M. Ruf & Krishnarnurty Muralidhar - 2001 - Journal of Business Ethics 32 (2).
     
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  6.  12
    Classical Origin of Quantum Spin.K. Muralidhar - 2011 - Apeiron: Studies in Infinite Nature 18 (2):146.
  7.  50
    Complex Vector Formalism of Harmonic Oscillator in Geometric Algebra: Particle Mass, Spin and Dynamics in Complex Vector Space.K. Muralidhar - 2014 - Foundations of Physics 44 (3):266-295.
    Elementary particles are considered as local oscillators under the influence of zeropoint fields. Such oscillatory behavior of the particles leads to the deviations in their path of motion. The oscillations of the particle in general may be considered as complex rotations in complex vector space. The local particle harmonic oscillator is analyzed in the complex vector formalism considering the algebra of complex vectors. The particle spin is viewed as zeropoint angular momentum represented by a bivector. It has been shown that (...)
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    Effect of Time of Delivery on the Outcome of Pregnancy.Aruna Muralidhar, Sindhu Shanker, H. R. Nagendra, R. Nagarathna, Latha Venkatram & LeenaM Kumari - 2014 - International Journal of Yoga - Philosophy, Psychology and Parapsychology 2 (2):27.
  9.  10
    Theory of Stochastic Schrödinger Equation in Complex Vector Space.Muralidhar Kundeti - 2017 - Foundations of Physics 47 (4):532-552.
    A generalized Schrödinger equation containing correction terms to classical kinetic energy, has been derived in the complex vector space by considering an extended particle structure in stochastic electrodynamics with spin. The correction terms are obtained by considering the internal complex structure of the particle which is a consequence of stochastic average of particle oscillations in the zeropoint field. Hence, the generalised Schrödinger equation may be called stochastic Schrödinger equation. It is found that the second order correction terms are similar to (...)
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