Michael Parker

Dr. Michael Parker

University of Essex
orcid

Research Focus & Metrics

Academic Career Length

32Years (1995-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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15 October 2014 in Journal of Optical Communications and Networking
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Journal Article
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PWPaul Wright
Paul Wright
Michael ParkerMichael Parker
Michael Parker
ALAndrew Lord
Andrew Lord
We present two complementary routing and spectrum assignment (RSA) algorithms that use a quantitative fragmentation metric using the concept of Shannon entropy in flexgrid networks. Applying the minimum-entropy (MinEnt) approach to the BT network, support for almost 10% more demands in a static growth scenario is shown. We also present results for a maximum-entropy (MaxEnt) RSA approach, implemented using a genetic algorithm, and operated on the same real BT network topology. The MaxEnt approach avoids fragmentation problems, and it is anticipated that this can increase network utilization.

1 January 1999 in IEEE Journal of Selected Topics in Quantum Electronics
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Journal Article
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Michael ParkerMichael Parker
Michael Parker
SWS.D. Walker
S.D. Walker

25 July 2019 in Scientific Reports
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Journal Article
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Michael ParkerMichael Parker
Michael Parker
CJChris Jeynes
Chris Jeynes
The ubiquity of double helical and logarithmic spirals in nature is well observed, but no explanation is ever offered for their prevalence. DNA and the Milky Way galaxy are examples of such structures, whose geometric entropy we study using an information-theoretic (Shannon entropy) complex-vector analysis to calculate, respectively, the Gibbs free energy difference between B-DNA and P-DNA, and the galactic virial mass. Both of these analytic calculations (without any free parameters) are consistent with observation to within the experimental uncertainties. We define conjugate hyperbolic space and entropic momentum co-ordinates to describe these spiral structures in Minkowski space-time, enabling a consistent and holographic Hamiltonian-Lagrangian system that is completely isomorphic and complementary to that of conventional kinematics. Such double spirals therefore obey a maximum-entropy path-integral variational calculus (“the principle of least exertion”, entirely comparable to the principle of least action), thereby making them the most likely geometry (also with maximal structural stability) to be adopted by any such system in space-time. These simple analytical calculations are quantitative examples of the application of the Second Law of Thermodynamics as expressed in geometric entropy terms. They are underpinned by a comprehensive entropic action (“exertion”) principle based upon Boltzmann’s constant as the quantum of exertion.

1 July 1998 in Journal of Lightwave Technology
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Journal Article
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Michael ParkerMichael Parker
Michael Parker
ACA.D. Cohen
A.D. Cohen
RMR.J. Mears
R.J. Mears


1 January 2004 in Optics Express
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Journal Article
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EREtienne Rochat
Etienne Rochat
SWStuart D. Walker
Stuart D. Walker
Michael ParkerMichael Parker
Michael Parker
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