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A. I. Shtern
연구자 Analysis
발표논문
연구자 Analysis
발표논문
연구자정보
저자
A. I. Shtern
발표논문( 17)
공동연구자( 0)
유사연구자 ( 0)
※활용도순 상위 20명
연구자관계도
A. I. Shtern
'A. I. Shtern'의 연구자 점유율
논문점유율 요약
동일주제 총논문수
주제별 연구자 총논문수
연구자점유율(주제별 연구자점유율의 평균)
1,015
12
1.2%
자세히
연구자 점유율
주제
주제별 논문수
주제별 연구자논문수
주제별 연구자점유율
주제분류(KDC/DDC)
수학
1,015
12
1.2%
계
1,015
12
* 주제로 분류 되지 않은 논문건수
12
닫기
'A. I. Shtern'
의 발표논문(17)
Restriction of Guichardet–Wigner pseudocharacters to subgroups
A. I. Shtern
장전수학회
[2016]
REMARKS ON FINITE-DIMENSIONAL LOCALLY BOUNDED FINALLY PRECONTINUOUS QUASIREPRESENTATIONS OF LOCALLY COMPACT GROUPS
A. I. Shtern
장전수학회
[2010]
Lebesgue’s criterion for the Riemann integration with respect to a state on a separable unital C*- algebra
A. I. Shtern
장전수학회
[2016]
ON A QUESTION OF SERGEI AKBAROV
A. I. Shtern
장전수학회
[2017]
Automatic continuity of locally bounded pseudocharacters on connected locally compact groups
A. I. Shtern
장전수학회
[2016]
Continuous one-dimensional pseudorepresentations of almost connected locally compact groups
A. I. Shtern
장전수학회
[2016]
RESTRICTION OF THE GUICHARDET–WIGNER PSEUDOCHARACTER ON SL(2;R) TO A SUBGROUP COVERING SL(2; Z)
A. I. Shtern
장전수학회
[2018]
TENSOR PRODUCTS OF SOME IRREDUCIBLE UNITARY REPRESENTATIONS OF THE UNIVERSAL COVERING GROUP OF SU(1, 1) THAT DEFINE REPRESENTATIONS OF SU(1, 1)
A. I. Shtern
장전수학회
[2018]
A class of simple Lie groups whose quasirepresentations with small defect can be approximated by an ordinary representation
A. I. Shtern
장전수학회
[2017]
GENERALITIES CONCERNING IRREDUCIBLE PSEUDOREPRESENTATIONS OF GROUPS
A. I. Shtern
장전수학회
[2018]
Some almost connected locally compact groups whose group topology is determined by the bounded structure
A. I. Shtern
장전수학회
[2017]
CHARACTERS OF FINITE-DIMENSIONAL PSEUDOREPRESENTATIONS OF GROUPS
A. I. Shtern
장전수학회
[2018]
GENERAL STRUCTURE OF TWO-DIMENSIONAL QUASIREPRESENTATIONS OF GROUPS
A. I. Shtern
장전수학회
[2018]
On the tensor product of unbounded quasi-representations of groups
A. I. Shtern
장전수학회
[2017]
CONTINUITY CONDITIONS FOR LOCALLY BOUNDED FINITE-DIMENSIONAL REPRESENTATIONS OF ALMOST CONNECTED LOCALLY COMPACT GROUPS
A. I. Shtern
장전수학회
[2018]
CONTINUITY CONDITIONS FOR LOCALLY BOUNDED FINITE-DIMENSIONAL REPRESENTATIONS OF TOTALLY DISCONNECTED LOCALLY COMPACT GROUPS
A. I. Shtern
장전수학회
[2018]
A REMARK CONCERNING THE INHOMOGENEITY IN KATO’S 1953 THEOREM FOR ABSTRACT EVOLUTION EQUATIONS
A. I. Shtern
장전수학회
[2018]