Amino acid correlation functions in protein structures
Understanding the spatial folding of proteins from their amino acid sequences has an enormous potential in contemporary life sciences. The ability to predict secondary and tertiary structures from the primary through the use of computers will enable a ...
Tomaž Urbič, Klemen Kržišnik
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Estimation of a Spectral Correlation Function Using a Time-Smoothing Cyclic Periodogram and FFT Interpolation-2N-FFT Algorithm. [PDF]
Shevgunov T, Efimov E, Guschina O.
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Field and intensity correlations in random media
Measurements of the microwave field transmitted through a random medium allows direct access to the field correlation function, whose complex square is the short range or C1 contribution to the intensity correlation function C.
A. A. Chabanov +42 more
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A novel machine learning approach for surface roughness quantification and optimization of cast-on-strap lead-antimony alloy via two-point correlation function. [PDF]
Basyoni M, Jiao Y, Allam NK.
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Dynamic Correlation in Wave Propagation in Random Media
We report time-resolved measurements of the statistics of pulsed transmission through quasi-one-dimensional dielectric media with static disorder. The normalized intensity correlation function with displacement and polarization rotation for an incident ...
A. A. Chabanov +7 more
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Evaluation and Optimization Design for Microclimate Comfort of Traditional Village Squares Based on Extension Correlation Function. [PDF]
Guo Q, Liu X.
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We derive and prove exponential and form factor expansions of the row correlation function and the diagonal correlation function of the two dimensional Ising ...
B M McCoy +10 more
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Advanced Cross-Correlation Function Application to Identify Arterial Baroreflex Sensitivity Variations From Healthy to Diabetes Mellitus. [PDF]
Yeh SJ, Lung CW, Jan YK, Liau BY.
europepmc +1 more source
Calibration for a count rate-dependent time correlation function and a random noise reduction in pulsed dynamic light scattering. [PDF]
Hiroi T, Samitsu S, Kano H, Ishioka K.
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q-DEFORMED CONFORMAL CORRELATION FUNCTIONS [PDF]
In this paper, we compute the general structure of two- and three-point functions in field theories that are assumed to possess an invariance under a quantum deformation of SO (4, 2). The computation is elaborated in order to fit the Hopf algebra structure.
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