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The Sylvester problem and uniqueness sets in classes of entire functions to infinity, the widest possible class of entire functions in a given scale for which this sequence is a
Inverse Sturm–Liouville Problem with Spectral Parameter in the Boundary Conditions of the spectral parameter in the first boundary condition and with entire analytic functions in the second one
One Proof of the Fundamental Theorem of Algebra (of Polynomials) on the
number of zeros of an entire function
Uniqueness of an Interpolating Entire Function with Some Properties by
entire or meromorphic functions. We prove uniqueness of an interpolating function with some properties
On blow-up conditions for solutions of higher order differential inequalities are some functions, we obtain conditions guaranteeing that any solution is identically equal to zero. We
Exactness and optimality of methods for recovering functions from their spectrum on an arbitrary measurable set. The methods are exact on certain subspaces of entire functions. Optimal recovery
On the Application of the Plan Formula to the Study of the Zeta-Function of Zeros of Entire FunctionOn the Application of the Plan Formula to the Study of the Zeta-Function of Zeros of Entire
Power Series of Roots of Systems of Entire Functions of Finite Growth OrderWe find power series of roots of a system of nonalgebraic equations consisting of entire
On Some Approach for Finding the Resultant of Two Entire FunctionsOne approach for finding the resultant of two entire functions is discussed in the article
A boundary value problem with conditions on the entire boundary of a noncharacteristic domain for a fourth-order equationA boundary value problem with conditions on the entire boundary of a noncharacteristic domain for a
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