To understand how the complex biomechanical functions of the meniscus are endowed by the nanostructure of its extracellular matrix (ECM), we studied the anisotropy and heterogeneity in the micromechanical properties of the meniscus ECM.
To provide fundamental insight into the influence of length scales on the spatial distribution and characteristics of ceramic/metal interfaces in nanostructured metal matrix composites, we studied an Al alloy reinforced with a broad size distribution of B4C particles, ranging from several nanometers to submicrometers.
In this paper, by means of Jones matrix, we have studied the system containing three plates, which can work as only one pure retarder without rotator if the conditional equation is satisfied.
As an example for the application of this new matrix, we have studied the composition of nuclear F-actin structures in Xenopus oocytes.
Using the 4×4 transfer matrix method, we study the optical properties of a designed structure composing one magnetic film sandwiched between two identical metal films.
However, instead of investigating properties of the correlation matrix directly, we study topological modifications of the extracted financial networks.
In this work using the transfer-matrix formalism we study pressure, temperature and plasma frequency effects on the band structure of a 1D semiconductor photonic crystal made of alternating layers of air and GaAs.
We studied theoretically matrix factorization by turning it from a trainable supervised model into a generative probabilistic model.
To investigate changes in expression of important proteoglycan matrix components of the tissues, we studied the expression pattern of aggrecan and fibromodulin and found a significant downregulation in both the NP and AF after 3 and 10 days in organ culture.
For an n×n bounded matrix function Φ we study unitary interpolants U, i.e., unitary-valued functions U such that U j)=Φ j), j<0.
