Examples of using Functional analysis in English and their translations into Greek
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Colloquial
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Medicine
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Computer
Hadamard also founded the modern school of linear functional analysis further developed by Riesz
Some behaviors may not be amenable to functional analysis(e.g. those that, albeit serious, occur infrequently).
In mathematics, more specifically in functional analysis, a Banach space(pronounced[ˈbanax])
thus are potentially useful for functional analysis.
Hadamard also founded the modern school of linear functional analysis further developed by Riesz
Functional analysis conducted in contrived settings may not detect the variable that accounts for the occurrence in the natural environment.
Banach-Steinhaus theorem is one of the fundamental results in functional analysis.
thus are potentially useful for functional analysis.
An important part of functional analysis is the extension of the theory of measure,
Functional analysis documentation, describing how the system processes individual operations, was available for all modules selected for the audit.
He has published more than 30 research articles on functional analysis and linear algebra.
using functional analysis and spectral theory to investigate properties of solutions.
This is the beginning of the vast research area of functional analysis called operator theory; see also the spectral measure.
in the 1920s Banach created functional analysis.
Therefore, functional analysis of the mind alone will always leave us with the mind-body problem which cannot be solved.
more powerful tools of functional analysis can be used instead.
a common construction in functional analysis.
is crucial to functional analysis.
integral equations; his work had direct consequences for important parts of modern functional analysis.
The uniform boundedness principle or Banach- Steinhaus theorem is one of the fundamental results in functional analysis.