Eve Oja | Academic Influence

Eve Oja's AcademicInfluence.com Rankings

Eve Oja

Mathematics

#3428

World Rank

#5061

Historical Rank

Measure Theory

#4609

World Rank

#5396

Historical Rank

mathematics Degrees

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Mathematics

Eve Oja's Degrees

PhD Mathematics University of Tartu

Why Is Eve Oja Influential?

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According to Wikipedia, Eve Oja was an Estonian mathematician specializing in functional analysis. She was a professor at the University of Tartu. Early life and education Oja was born in Tallinn and studied at the Tartu State University , completing her undergraduate studies in 1972 and earning a doctorate in 1975. Her dissertation, Безусловные шаудеровы разложения в локально выпуклых пространствах was supervised by Gunnar Kangro.

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Eve Oja's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Isometric factorization of weakly compact operators and the approximation property (2000) (75)
Convergence of the symmetrical FastICA algorithm (2002) (46)
The weak metric approximation property (2005) (45)
The p-approximation property in terms of density of finite rank operators (2009) (44)
Geometry of Banach spaces having shrinking approximations of the identity (2000) (38)
A remark on the approximation of p-compact operators by finite-rank operators (2012) (36)
Ideals of finite rank operators, intersection properties of balls, and the approximation property (1999) (34)
Ideals of compact operators (2004) (34)
Principle of local reflexivity revisited (2007) (31)
Compact operators which are defined by l p-spaces (2012) (29)
Geometry of operator spaces. (1994) (28)
Bounded approximation properties via integral and nuclear operators (2010) (28)
The strong approximation property (2008) (26)
On subspaces of Banach spaces where every functional has a unique norm-preserving extension (1996) (25)
Inner and outer inequalities with applications to approximation properties (2011) (23)
Approximation properties defined by spaces of operators and approximability in operator topologies (2008) (22)
Lifting bounded approximation properties from Banach spaces to their dual spaces (2006) (22)
The convex approximation property of Banach spaces (2011) (21)
On bounded approximation properties of Banach spaces (2010) (17)
OPERATORS THAT ARE NUCLEAR WHENEVER THEY ARE NUCLEAR FOR A LARGER RANGE SPACE (2004) (17)
Ideals of operators, approximability in the strong operator topology, and the approximation property (2004) (16)
Remarks on M‐Ideals of Compact Operators on X ⊕p X (1991) (15)
ON M-IDEALS OF COMPACT OPERATORS AND LORENTZ SEOUENCE SPACES (2001) (14)
The approximation property in terms of the approximability of weak∗-weak continuous operators (2003) (14)
On (p,r) ‐null sequences and their relatives (2014) (14)
M(r, s)-ideals of compact operators (2012) (13)
Types of Radon-Nikodym properties for the projective tensor product of Banach spaces (2003) (13)
HB -subspaces and Godun sets of subspaces in Banach spaces (1997) (13)
The impact of the Radon-Nikodým property on the weak bounded approximation property (2006) (13)
Hahn-Banach extension operators and spaces of operators (2002) (12)
Bounded approximation properties in terms of $C[0,1]$ (2012) (11)
Metric approximation properties and trace mappings (2007) (11)
Grothendieckʼs nuclear operator theorem revisited with an application to p-null sequences (2012) (11)
Absolutely summing operators on C[0,1] as a tree space and the bounded approximation property☆ (2010) (11)
On commuting approximation properties of Banach spaces (2009) (10)
Geometric characterizations of positions of Banach spaces in their biduals (1997) (10)
On Ideals of Compact Operators Satisfying theM(r, s)-Inequality (1998) (10)
On α-nuclear operators with applications to vector-valued function spaces (2015) (10)
Intersection properties of ball sequences and uniqueness of Hahn–Banach extensions (1999) (9)
Representing completely continuous operators through weakly ∞‐compact operators (2016) (9)
Quantitative Versions of Hereditary Results on M‐Ideals of Compact Operators (2002) (8)
Some duality results on bounded approximation properties of pairs (2013) (8)
Into isomorphisms in tensor products of Banach spaces (2009) (7)
The impact of the Radon-Nikodym property on the weak bounded approximation property (2006) (7)
Pitt's theorem for the Lorentz and Orlicz sequence spaces (1997) (7)
Weaker relatives of the bounded approximation property for a Banach operator ideal (2014) (7)
$M$-ideals of compact operators are separably determined (1998) (6)
Lifting convex approximation properties from Banach spaces to their dual spaces and the related local reflexivity (2016) (5)
Uniform factorization for compact sets of weakly compact operators (2006) (5)
Principle of local reflexivity respecting subspaces (2013) (5)
A short proof of a characterization of reflexivity of James (1998) (5)
Norm-preserving extensions of functionals and denting points of convex sets (2007) (5)
M -IDEALS OF COMPACT OPERATORS ARE SEPARABLY DETERMINED (1998) (5)
Lifting of the approximation property from Banach spaces to their dual spaces (2007) (5)
A proof of the Simons inequality (1998) (4)
A description of relatively (p, r)-compact sets (2013) (4)
Compactness of operators acting from a Lorentz sequence space to an Orlicz sequence space (1998) (4)
Extension of Simons' inequality (2005) (3)
Operator-valued operators that are associated to vector-valued operators (2017) (3)
Quantitative versions of almost squareness and diameter 2 properties (2020) (3)
Sums of slices in direct sums of Banach spaces (2014) (3)
On totally smooth subspaces of Banach spaces: the Vlasov theorem revisited (2017) (2)
Bounded approximation properties via Banach operator ideals (2011) (2)
M(r,s)-inequality for K(X,Y) in L(X,Y) (2007) (2)
The asymptotically commuting bounded approximation property of Banach spaces (2014) (2)
The Bartle-Dunford-Schwartz and the Dinculeanu-Singer theorems revisited (2016) (2)
Totally smooth renormings (2018) (2)
Absolutely summing operators on separable Lindenstrauss spaces as tree spaces and the bounded approximation property (2014) (1)
Operators on the Banach space of $p$-continuous vector-valued functions (2016) (1)
Absolutely $$\varvec{(r,q)}$$(r,q)-Summing Operators on Vector-Valued Function Spaces (2017) (1)
On the norm of a projection onto the space of compact operators (2007) (1)
Principle of local reflexivity respecting nests of subspaces and the nest approximation properties (2017) (1)
Subspaces and factor-spaces isomorphic to ℓp in tensor products and in the spaces of operators (1986) (0)
r , s )-IDEALS OF COMPACT OPERATORS (0)
Absolutely ( r, q ) -Summing Operators on Vector-Valued Function Spaces (2017) (0)
Lifting bounded approximation properties from Banach spaces to their dual spaces ✩ (2006) (0)
M(r, s)-ideals of compact operators (2012) (0)
On a separable weak version of the bounded approximation property (2016) (0)
Grothendieck ’ s nuclear operator theorem revisited with an application to p-null sequences ✩ (2012) (0)
On a separable weak version of the bounded approximation property (2016) (0)
Uniform factorization for compact sets of operators acting from a Banach space to its dual space (2005) (0)
Totally smooth renormings (2018) (0)
OPERATORS THAT ARE NUCLEAR WHENEVER THEY ARE NUCLEAR FOR A LARGER RANGE SPACE (2004) (0)
M-IDEALS OF COMPACT OPERATORS ARE SEPARABLY DETERMINED (1998) (0)

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What Schools Are Affiliated With Eve Oja?

Eve Oja is affiliated with the following schools:

University of Tartu

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