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H. Wright, W. Snyder (1969)
On the differentiability of arbitrary real-valued set functions. II.Transactions of the American Mathematical Society, 161
J. Burkill
Functions of IntervalsProceedings of The London Mathematical Society
S. Saks (1937)
Theory of the Integral
I. Burkill
The derivates of functions of intervalsFundamenta Mathematicae, 5
B. Bongiorno (1972)
Sulla derivabilità delle funzioni arbitrarie d’insiemeRendiconti del Circolo Matematico di Palermo, 21
B. Bongiorno (1972)
Sulla sommabilità delle derivate di una funzione arbitraria d’insiemeRendiconti del Circolo Matematico di Palermo, 21
L. Cesari (1962)
QUASI ADDITIVE SET FUNCTIONS AND THE CONCEPT OF INTEGRAL OVER A VARIETYTransactions of the American Mathematical Society, 102
R. Young (1929)
Functions ofΣ defined by addition or functions of intervals inn-dimensional formulationMathematische Zeitschrift, 29
A. J. Ward (1937)
On the derivation of additive functions of intervalsFund. Math., 28
M. Nunokawa (1969)
On the univalence of a certain integralTransactions of the American Mathematical Society, 146
L. Cesari (1962)
Extension problem for quasi-additive set functions and Radon-Nikodym derivativesTransactions of the American Mathematical Society, 102
A. Ward (1937)
On the derivation of additive functions of intervals in m-dimensional spaceFundamenta Mathematicae, 28
B. Pettineo (1965)
Sulla derivabilità delle funzioniMemorie Acc. Lincei, VII
C. Hayes, C. Pauc (1970)
Derivation and Martingales, 49
B. Bongiorno (1972)
Sulla sommabilità delle derivate di una funzione arbitraria d'insiemeRend. Circ. Matem. di Palermo, Serie II, XXI
P. Lucia (1970)
Sulla derivabilità quasi ovunque delle funzioni d'insieme finitamente additiveRic. di Matem., XIX
W. Hartnett, A. Kruse (1960)
Differentiation of set functions using Vitali coveringsTransactions of the American Mathematical Society, 96
R. Fiorenza (1968)
Sulla derivabilità delle funzioni d'intervallo finitamente additiveRic. di Mat., XVIII
P. Lucia (1971)
Sulla caratterizzazione delle funzioni finitamente additive d'intervallo derivabili quasi ovunque in senso ordinarioRic. di Mat., XX
B. Bongiorno (1972)
Sulla derivabilità delle funzioni arbitrarie d'insiemeRend. Circ. Matem. di Palermo, Serie II, XXI
S. Banach
Sur une classe de fonctions d'ensembleFundamenta Mathematicae, 6
LetF be a real-valued function defined on a familyF of measurable subsets ofE⊂R n and letF be Burkill integrable onE (with respect toF). We investigate existence of derivativeF or ′ .
Rendiconti del Circolo Matematico di Palermo – Springer Journals
Published: Feb 28, 2008
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