Robert C. James
#19,366
Most Influential Person Now
American mathematician
Robert C. James's AcademicInfluence.com Rankings
Robert C. Jamesmathematics Degrees
Mathematics
#751
World Rank
#1358
Historical Rank
#328
USA Rank
Complex Analysis
#12
World Rank
#23
Historical Rank
#6
USA Rank
Group Theory
#78
World Rank
#99
Historical Rank
#18
USA Rank
Algebra
#160
World Rank
#249
Historical Rank
#41
USA Rank
Download Badge
Mathematics
Robert C. James's Degrees
- PhD Mathematics Princeton University
- Masters Mathematics Stanford University
Why Is Robert C. James Influential?
(Suggest an Edit or Addition)According to Wikipedia, Robert Clarke James was an American mathematician who worked in functional analysis. Biography James attended UCLA as an undergraduate, where his father was a professor. As a devout Quaker, he was a conscientious objector during World War II.
Robert C. James's Published Works
Published Works
- Orthogonality and linear functionals in normed linear spaces (1947) (468)
- Uniformly Non-Square Banach Spaces (1964) (452)
- Bases and Reflexivity of Banach Spaces (1950) (297)
- Weakly compact sets (1964) (218)
- Orthogonality in normed linear spaces (1945) (150)
- Characterizations of reflexivity (1964) (143)
- A Non-Reflexive Banach Space Isometric With Its Second Conjugate Space. (1951) (133)
- Inner products in normed linear spaces (1947) (132)
- A separable somewhat reflexive Banach space with nonseparable dual (1974) (130)
- Weak compactness and reflexivity (1964) (106)
- Super-Reflexive Banach Spaces (1972) (96)
- Super-reflexive spaces with bases. (1972) (91)
- Normed Linear Spaces that are Uniformly Convex in Every Direction (1971) (81)
- Reflexivity and the Supremum of Linear Functionals (1957) (81)
- Nonreflexive spaces of type 2 (1978) (70)
- Reflexivity and the sup of linear functionals (1972) (69)
- Separable conjugate spaces. (1960) (55)
- A nonreflexive Banach space that is uniformly nonoctahedral (1974) (45)
- Uniformly non-$l^{(1)}$ and B-convex Banach spaces (1973) (32)
- A counterexample for a sup theorem in normed spaces (1971) (26)
- Scalar and Vector Fields: A Physical Interpretation (1965) (24)
- Super-reflexivity and the girth of spheres (1972) (22)
- Banach spaces quasi-reflexive of order one (1977) (19)
- The asymptotic-norming and Radon-Nikodým properties for Banach spaces (1981) (14)
- COMBINATORIAL TOPOLOGY OF SURFACES (1955) (12)
- BASES IN BANACH SPACES (1982) (7)
- Projections in the space $(m)$ (1955) (5)
- Unconditional bases and best approximation in Banach spaces (1969) (5)
- Weak Compactness and Separation (1964) (4)
- Linear Functionals as Differentials of a Norm (1951) (3)
- Topological Abelian groups with ordered norms (1947) (3)
- Linearly Arc-Wise Connected Topological Abelian Groups (1943) (3)
- Unconditional bases and the Radon-Nikodym property (1990) (3)
- Renorming the Banach Space c 0 (1980) (3)
- Quasi-reflexive Banach spaces (1976) (2)
- Topological groups as subgroups of linear topological spaces (1943) (2)
- Renorming the Banach space (1980) (2)
- Some Interesting Banach Spaces (1993) (1)
- Infinite Series and Taylor and Fourier Expansions (Concluded) (1952) (1)
- Extreme points and an unusual Banach space (1983) (1)
- Review: Juan Jorge Schäffer, Geometry of spheres in normed spaces (1978) (0)
- ERRATUM TO "RENORMING THE BANACH SPACE co" (1981) (0)
- Erratum to: “Renorming the Banach space ₀” [Proc. Amer. Math. Soc. 80 (1980), no. 4, 631–634; MR 81k:46014] (1981) (0)
- Infinite Series and Taylor and Fourier Expansions (1952) (0)
- Characterizations of reflexive Banach spaces (1963) (0)
- Review: A. E. Taylor, Introduction to functional analysis (1961) (0)
This paper list is powered by the following services:
Other Resources About Robert C. James
What Schools Are Affiliated With Robert C. James?
Robert C. James is affiliated with the following schools: