161 results on '"Goluzina, E."'
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2. On the Mutual Change of the Coefficients and Values of the Derivative in a Class of Regular Functions
3. On the Mutual Change of Values of the Derivative and Third Coefficient in a Class of Regular Functions
4. Sharp Estimates of the First Coefficients for a Class of Typically Real Functions
5. Some Sharp Estimates for Typically Real Functions
6. C
7. B
8. G
9. D
10. P
11. M
12. L
13. K
14. On a Problem in the Class of Typically Real Functions
15. On an estimate in the class of typically real functions
16. On the mutual change of values of a function and its coefficients in the class of typically real functions
17. The region of values of the system {c 2, c 3, f(z 1), f′(z 1)} in the class of typically real functions
18. The region of values of the system {c 2, f(z 1), f(z 2)} in the class of typically real functions
19. A distortion theorem for the class of typically real functions
20. On a region of values in the class of typically real functions
21. The region of values of the system {f(z 1),..., f(z n )} in the class of typically real functions. III
22. The region of values of the system {ƒ(z1), …, ƒ(zn)} in the class of typically real functions. II
23. The Region of Values of the System {f(z 1),..., f(z n )} in the Class of Typically Real Functions
24. The Region of Values of the System {f(z 1), f(z 2), f(z 3)} on the Class of Typically Real Functions
25. The Region of Values of the System {f(z .sub.1),..., f(z .sub.n)} in the Class of Typically Real Functions
26. Regions of Values of the Systems {f(z 1), f(z 2), f'(z 2)} and {f(z 1), f'(z 1), f''(z 1)} on the Class of Typically Real Functions
27. Nikolai Andreevich Lebedev and the Leningrad School of Function Theory in the 50s–70s
28. Regions of Values for the Systems $$\{ f(r),f'(r),f(z_0 )\}$$ in the Class of Typically Real Functions
29. On the Sets of Values of the Initial Coefficients in Class of Typically Real Functions
30. The Value Regions of the Systems {f(z 1), f′(z 1)} and {f(z 1), f(z 2)} in the Class of Typically Real Functions
31. The region of values of f(z0) in a class of typically real functions
32. The Value Regions of the Systems {f(z .sub.1), f (z .sub.1)} and {f(z .sub.1), f(z .sub.2)} in the Class of Typically Real Functions
33. To distortion theorems for typically real functions
34. The region of values of a system of functionals in the class of typically real functions
35. The value regions of initial coefficients in a certain class of meromorphic functions
36. Structural formulas and value regions of functionals in certain classes of regular functions
37. THE REGION OF VALUES OF THE SYSTEM {f(z1),…, f(zn)} in the Class of Typically Real Functions
38. Extremal problems in the class of functions with bounded boundary rotation of complex order
39. THE REGION OF VALUES OF THE SYSTEM {f(z1), f(z2), f(z3)} ON THE CLASS OF TYPICALLY REAL FUNCTIONS
40. Sets of values for two systems of functionals on a class of functions associated with the caratheodory class
41. REGIONS OF VALUES OF THE SYSTEMS {f(z1), f(z2), f′(z2)} AND {f(z1), f′(z1), f″(z1)} ON THE CLASS OF TYPICALLY REAL FUNCTIONS
42. Ranges of the first coefficients in the class of meromorphic functions with bounded boundary rotation
43. REGIONS OF VALUES FOR THE SYSTEMS {ƒ (z0), ƒ′ (z0), c2} AND {ƒ(r), ƒ′ (r), ƒ(z0)} IN THE CLASS OF TYPICALLY REAL FUNCTIONS
44. THE VALUE REGIONS OF THE SYSTEMS {f(z1),fʼ(z1)} and {f(z1),f(z2)} IN THE CLASS OF TYPICALLY REAL FUNCTIONS
45. On the coefficients of a class of functions, regular in a disk and having an integral representation in it
46. Structure and the coefficients of certain classes of regular functions
47. Ranges of certain functionals in classes of regular functions
48. Ranges of certain system of functionals in classes of functions with a positive real part
49. Ranges of values of systems of coefficients in the class of functions with positive real part in an annulus
50. An addendum to the paper “ranges of values of systems of functionals in certain classes of regular functions”
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