Multidimensional dyadic Kurzweil–Henstock- and Perron-type integrals in the theory of Haar and Walsh series

Henstock integration in the plane

Krzysztof Ostaszewski · Memoirs of the American Mathematical Society · 1986 · 67 citations

Agriculture, Poultry Science, Poultry Breeding +2

DERIVATION BASES ON THE REAL LINE (I)

Thomson · Real Analysis Exchange · 1982 · 41 citations

Natural Sciences, Computer Engineering, Differential Equations +2

CALCULATION OF THE COEFFICIENTS OF AN EVERYWHERE CONVERGENT HAAR SERIES

V A Skvorcov · Mathematics of the USSR-Sbornik · 1968 · 20 citations

Natural Sciences, Meteorology, Time Series Analysis +4

Uniqueness sets for multiple Haar series

Mathematical Notes · 1973 · 16 citations

Natural Sciences, Mathematics, Set Theory +7

Recent developments in the theory of Haar series

William R. Wade · Colloquium Mathematicum · 1987 · 13 citations · Full text

Natural Sciences, Mathematics, Stochastic Processes +3