J. Giles

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Introduction to the Analysis of Metric Spaces

J. Giles, 1987 .

Classes of semi-inner-product spaces

J. Giles, 1967 .

DIFFERENTIABILITY OF DISTANCE FUNCTIONS AND A PROXIMINAL PROPERTY INDUCING CONVEXITY

J. Giles, 1988 .

Strong differentiability of the norm and rotundity of the dual

J. Giles, 1978 .

Separable determination of Fréchet differentiability of convex functions

J. R. Giles, Scott Sciffer, J. Giles, 1995, Bulletin of the Australian Mathematical Society.

Continuity characterisations of differentiability of locally Lipschitz functions

J. Giles, S. Sciffer, 1990, Bulletin of the Australian Mathematical Society.

Generalizing Generic Differentiability Properties from Convex to Locally Lipschitz Functions

J. Giles, S. Sciffer, 1994 .

A geometrically aberrant Banach space with normal structure

B. Sims, J. Giles, S. Swaminathan, 1985, Bulletin of the Australian Mathematical Society.

The Mazur Intersection Problem

J. Giles, 2006 .

Characterisation of normed linear spaces with Mazur's intersection property

B. Sims, D. Gregory, J. Giles, 1978, Bulletin of the Australian Mathematical Society.

A WEAKLY UNIFORMLY ROTUND DUAL OF A BANACH SPACE

J. Giles, 2015, Bulletin of the Australian Mathematical Society.

ON A WEAKLY UNIFORMLY ROTUND DUAL OF A BANACH SPACE

J. Giles, 2012, Bulletin of the Australian Mathematical Society.

Convex analysis with application in the differentiation of convex functions

John R. Giles, J. Giles, 1982 .

A Non-Reflexive Banach Space has Non-Smooth Third Conjugate Space

J. Giles, 1974, Canadian Mathematical Bulletin.

Locally Lipschitz functions are generically pseudo-regular on separable Banach spaces

J. Giles, S. Sciffer, 1993, Bulletin of the Australian Mathematical Society.

The proximal normal formula in Banach space

Jonathan M. Borwein, J. Borwein, J. Giles, 1987 .

Generic continuity of minimal set-valued mappings

J. Giles, W. Moors, 1997, Journal of the Australian Mathematical Society. Series A. Pure Mathematics and Statistics.

The differentiability of real functions on normed linear space using generalized subgradients

Jonathan M. Borwein, J. R. Giles, Simon Fitzpatrick, 1987 .

On the Numerical Range of Compact Operators on Hilbert Spaces

B. Sims, J. Giles, G. D. Barra, 1972 .

On numerical ranges of operators on locally convex spaces

B. Sims, J. Giles, D. Koehler, 1975, Journal of the Australian Mathematical Society.

Generic differentiability of convex functions on the dual of a Banach space.

J. Giles, P. Kenderov, S. Sciffer, 1996 .

On the drop and weak drop properties for a Banach space

B. Sims, J. Giles, A. Yorke, 1990, Bulletin of the Australian Mathematical Society.

Introduction to the Analysis of Normed Linear Spaces: List of symbols

J. R. Giles, J. Giles, 2000 .

Introduction to the Analysis of Normed Linear Spaces: THE FUNDAMENTAL MAPPING THEOREMS FOR BANACH SPACES

J. Giles, 2000 .

Structural implications of norms with Hölder right-hand derivatives.

J. Vanderwerff, J. Giles, M. Bartlett, 1998, Bulletin of the Australian Mathematical Society.

Directional moduli of rotundity and smoothness

J. Vanderwerff, J. Giles, M. Bartlett, 1999 .

On numerical ranges of elements of locally m-convex algebras

J. Giles, D. Koehler, 1973 .

GEOMETRICAL IMPLICATIONS OF UPPER SEMI-CONTINUITY OF THE DUALITY MAPPING ON A BANACH SPACE

B. Sims, D. Gregory, J. Giles, 1978 .

On the structure of Banach spaces with Mazur's intersection property

J. Giles, P. Kenderov, 1991 .

On a Characterisation of Differentiability of the Norm of a Normed Linear Space

J. Giles, 1971, Journal of the Australian Mathematical Society.