distribution theory sentence in Hindi
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- Part II . A family of related function spaces application to distribution theory.
- The previous model allows us to see the basic features of Ricardo s distribution theory.
- Male insects might optimize their mate-locating activity through methods of the ideal free distribution theory.
- Thus, nonlinear problems cannot be posed in general and thus not solved within distribution theory alone.
- Nevanlinna's value distribution theory or Nevanlinna theory is crystallized in its two " Main Theorems ".
- Rolf Nevanlinna's most important mathematical achievement is the " value distribution theory " of meromorphic functions.
- While this is at most an observation, it shows how the distribution theory adds to the scope.
- "' Carl-Erik Quensel "'( 9 October 1907 10 April 1977 ) was a statistical distribution theory and biostatistics.
- He wrote on modular forms and modular units, the idea of a'distribution'on a profinite group, and value distribution theory.
- The basic idea in distribution theory is to reinterpret functions as linear functionals acting on a space of test functions.
- For other statistics and other populations the formulas are more complicated, and often they don't exist in bootstrap methods, or asymptotic distribution theory.
- Also, on the base of his approximation theory results, Arakelian has disproved an old conjecture of Rolf Nevanlinna from the value distribution theory.
- His main approaches revolved around the labor theory of value, an analysis of capital and distribution theory ( based on a concept of marginal productivity ).
- For those who subscribe to the geographical-distribution theory, it's notable that the prize has never gone to a writer from the world's most populous country _ China.
- As a mathematical tool, Colombeau algebras can be said to combine a treatment of singularities, differentiation and nonlinear operations in one framework, lifting the limitations of distribution theory.
- Though this is a full formal solution of this possibility, it requires infinitely many derivatives of Dirac delta functions, far beyond the reach of any ordinary tempered distribution theory.
- This condition is set up so as to be self-dual under Fourier transform, so that the corresponding distribution theory of " tempered distributions " will have the same good property.
- The classical definition of a locally integrable function involves only distribution theory on Euclidean spaces, all the definitions in this and the following sections deal explicitly only with this important case.
- Mollifiers are an important special case of bump functions as they can be used in distribution theory to create sequences of smooth functions approximating nonsmooth ( generalized ) functions, via convolution.
- A rigorous mathematical approach to renormalization theory is the so-called causal perturbation theory, where ultraviolet divergences are avoided from the start in calculations by performing well-defined mathematical operations only within the framework of distribution theory.
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