- Random approximation of convex bodies. (0214-1493)
- A note on Pólya's theorem. (0041-0241)
- Partial cooperation and convex sets. (1696-2281)
- On diagonally-preconditioning the truncated-Newton method for super-scale linearly constrained nonlinear programming. (0210-8054)
- Interpolation and extrapolation of smooth functions by linear operators. (0213-2230)
- Average decay of Fourier transforms and geometry of convex sets. (0213-2230)
- On some aspects of Jensen-Menger convexity. (0210-7821)
- Convexity in subsets of lattices. (0210-7821)
- Geometrical and topological properties of bumps and starlike bodies in Banach spaces. (0213-8743)
- On the p-drop theorem, 1 ≤ p ≤∞. (0213-8743)
- On cross-section measures in Minkowski spaces. (0213-8743)
- Fix-finite approximation property in normed vector spaces. (0213-8743)
- On the C-farthest points. (0213-8743)
- Two remarks on the structure of sets of exposed and extreme points. (0213-8743)
- Two mappings associated with Jensen's inequality. (0213-8743)
- Dowker-type theorems in finite dimensional spaces. (0213-8743)
- Approximations of convex bodies by polynomial bodies III: Area case (0213-8743)
- Approximation of convex bodies by polynomial bodies II: Width and radius cases (0213-8743)
- Aproximation of convex bodies by polynomial bodies I: Existence theorems (0213-8743)
- Approximation of symmetric convex bodies. (0213-8743)
- On reduced pairs of bounded closed convex sets. (1139-1138)
- General methods of constructing equivalent minimal pairs not unique up to translation. (1139-1138)
- Denting point in the space of operator-valued continuous maps. (0214-3577)
- Complemented subspaces of sums and products of copies of L
^{1}[0, 1]. (0214-3577) - On some geometric properties concerning closed convex sets. (0010-0757)
- Pairs of sets with convex union. (0010-0757)
- C-nearest points and the drop property. (0010-0757)