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An Elementary Method in the Problem of Computation of the Spectral Radius for a Special Family of Functional Operators
by
Sherstyukov, V. B.
, Podolskii, V. E.
, Alferova, E. D.
in
Algebra
/ Analysis
/ Boundary value problems
/ Differential equations
/ Functionals
/ Mathematics
/ Mathematics and Statistics
/ Operators (mathematics)
/ Prime numbers
/ Trigonometric functions
2025
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An Elementary Method in the Problem of Computation of the Spectral Radius for a Special Family of Functional Operators
by
Sherstyukov, V. B.
, Podolskii, V. E.
, Alferova, E. D.
in
Algebra
/ Analysis
/ Boundary value problems
/ Differential equations
/ Functionals
/ Mathematics
/ Mathematics and Statistics
/ Operators (mathematics)
/ Prime numbers
/ Trigonometric functions
2025
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Do you wish to request the book?
An Elementary Method in the Problem of Computation of the Spectral Radius for a Special Family of Functional Operators
by
Sherstyukov, V. B.
, Podolskii, V. E.
, Alferova, E. D.
in
Algebra
/ Analysis
/ Boundary value problems
/ Differential equations
/ Functionals
/ Mathematics
/ Mathematics and Statistics
/ Operators (mathematics)
/ Prime numbers
/ Trigonometric functions
2025
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An Elementary Method in the Problem of Computation of the Spectral Radius for a Special Family of Functional Operators
Journal Article
An Elementary Method in the Problem of Computation of the Spectral Radius for a Special Family of Functional Operators
2025
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Overview
The behavior of the sequence of trigonometric functions that arose in the theory of functional differential equations is studied. An elementary approach to finding the exact values of the corresponding limit functions in a sequence of points formed by powers of two is proposed.
Publisher
Pleiades Publishing,Springer Nature B.V
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