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ON SUMMABILITY OF WEIGHTED LAGRANGE INTERPOLATION. II (FREUD-TYPE WEIGHTS)
WEIGHTED APPROXIMATION OF FUNCTIONS WITH ENDPOINT OR INNER SINGULARITIES BY BERNSTEIN OPERATORS
ASYMPTOTIC BEHAVIORS FOR PARTIAL SUM PROCESSES OF A GAUSSIAN SEQUENCE
QUALITATIVE PROPERTIES OF A CLASS OF FLEMING–VIOT OPERATORS
LATTICE TENSOR PRODUCTS. IV. INFINITE LATTICES
CHARACTERIZATIONS OF ΛΘ-R 0 AND ΛΘ-R 1 TOPOLOGICAL SPACES
AN ASYMPTOTIC PROPERTY OF GAP SERIES. III
GROMOV HYPERBOLICITY THROUGH DECOMPOSITION OF METRIC SPACES
θ-SUMMABILITY OF FOURIER SERIES