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The mathematical concept of frames is utilized in the analysis of the properties of the sequence of sampling functions.
      
The underlying mathematical concept is approved in the steganography of audio signals [3, 4].
      
This new model is simple in mathematical concept and is straightforward to be combined into the existing standard finite element code.
      
To this end one dwells only on the permanence principle of functional equations, which is not a physical but purely mathematical concept.
      
The third class coincides with computational complexity, which basically coincides with the mathematical concept of intractability.
      
A new mathematical concept, theq-deformation of the determinant is proposed.
      
In the present work it is shown that this behavior is related to the mathematical concept of "chaos".
      
Using the mathematical concept of eutactic star, we prove that it is possible to define a morphospace for irregular echinoids by using a single parameter.
      
We propose a new mathematical concept for estimating the transfer of legume N based on measurement of the 'mean pool abundance' of the legume biomass during the period of N transfer.
      
The switching net that has been used as a model of several biological systems is studied using the mathematical concept of finite field.
      
The established mathematical concept of information or entropy (as defined in ergodic theory) can be obtained from this definition in a special case, although in general information is greater than evidence.
      
We argue that at high intensities the concept of quantum bumps indeed becomes physically meaningless and degenerates to a purely mathematical concept.
      
The subject treated here is concerned with a physiological application of a new physico-mathematical concept of the pulmonary system to the study of the abnormal conditions prevailing during the asthmatic attack.
      
The shape of these PDFs is found to be robust over a wide range of scales which seems to contradict the mathematical concept of stability where a Gaussian distribution should be the limiting one.
      
We show that the mathematical concept of percolation can provide a description of the permeability of fractured rocks in three dimensions.
      
Results show that use of the mathematical concept of percolation and use of the rock physics concept of tortuosity are equivalent.
      
In the delimitation to related educational constructs, 'Grundvorstellungen' can be described as mental models of a mathematical concept.
      
The paper suggests a reformulation of the mathematical concept of "boundary value problem" for the equation of elastic equilibrium.
      
This mathematical concept of blocking is applied to the analysis of synchronization in tumor growth and blocking effects in cancer chemotherapy.
      
Rashevsky's treatment of general binary relations between sets of biological elements is extended using the novel mathematical concept of lattice-valued relation (l.v.r.).
      
 

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