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orthogonal function sentence in Hindi

"orthogonal function" meaning in Hindiorthogonal function in a sentence
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  • It is an extension of the Rademacher system of orthogonal functions.
  • Then the matrix entries of the \ varrho _ i are mutually orthogonal functions on G.
  • The orthogonal functions can be used to directly indicate the paths that channels could take in lateral migrations.
  • For the first layer the orthogonal functions are ( co ) sine functions, with 32 different frequencies ( tones ).
  • In order to model river channel migrations over time, orthogonal functions of erosion path lines can be generated for individual point bar complexes.
  • This method uses aggregation of multiple quasi-orthogonal functions with a smaller constellation alphabet size for a single user with a joint multi-channel detector.
  • The eigenfunction expansions to certain linear operators defined over a given domain, will often yield a countably infinite set of orthogonal functions which will span that domain.
  • Wannier developed a complete set of orthogonal functions known as the Wannier functions which became tools of the trade for critical point for the Ising model on the square lattice.
  • The \ Phi _ n ( \ varphi ) and Z ( k, z ) functions are essentially Fourier or Laplace expansions, and form a set of orthogonal functions.
  • A more complex definition, only possible with more complete modern records generated by numerical weather prediction, is based on the principal empirical orthogonal function ( EOF ) of surface pressure.
  • The method of EOF analysis is similar in spirit to harmonic analysis, but harmonic analysis typically uses predetermined orthogonal functions, for example, sine and cosine functions at fixed frequencies.
  • It has been shown, using both artificial and real geophysical data, that SOM has many advantages over the conventional feature extraction methods such as Empirical Orthogonal Functions ( EOF ) or PCA.
  • Similar formulae hold for many other sequences of orthogonal functions arising from Sturm-Liouville equations, and these are also called the Rodrigues formula for that case, especially when the resulting sequence is polynomial.
  • Therefore, the quasi-orthogonal function ( QOF ), which can process optimal cross-correlation with Walsh code has been used as a method to get around the limitations of the Walsh Codes.
  • Measured via an empirical orthogonal function analysis, the mode of variability with the greatest effect on climates worldwide is the seasonal cycle, followed by El Ni�o-Southern Oscillation, followed by thermohaline circulation.
  • However, in most cases the functions f ( x ) can be written in terms of an infinite series of orthogonal functions such as f ( x ) = f _ n H _ n ( x ) and then the definition becomes:
  • To enhance the overall capacity in such scenarios, alternative sets of orthogonal functions called the quasi-orthogonal functions ( QOF ), which possess optimal minimax cross correlation with Walsh code sets of variable length, have been incorporated in IS-2000.
  • To enhance the overall capacity in such scenarios, alternative sets of orthogonal functions called the quasi-orthogonal functions ( QOF ), which possess optimal minimax cross correlation with Walsh code sets of variable length, have been incorporated in IS-2000.
  • Correlation coefficients are calculated between the six time-series and the principal components are the eigenvectors of the resulting correlation matrix . ( Empirical orthogonal function analysis proceeds instead from the variance-covariance matrix which again is biased to the eastern longitudes .)
  • Even though the source terms ( such as the masses, charges, or currents ) may not be symmetrical, one can expand them in terms of irreducible representations of the rotational symmetry group, which leads to spherical harmonics and related sets of orthogonal functions.
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