Previous |  Up |  Next

Article

References:
[1] BERBERIAN S. K.: Measuгe and Integration. Macmillan, New York 1965. MR 0183839
[2] BERBERIAN S. K.: On the extension of Borel measures. Proc. Amer. Math. Soc. 16, 1965, 415-418. MR 0176022 | Zbl 0145.28101
[3] BERBERIAN S. K.: Counterexamples in Haar measure. Amer. Math. Monthly 73, 1966, 136-140. MR 0195984 | Zbl 0143.04804
[4] BERBERIAN S. K.: Sesquiregular measures. Amer. Math. Monthly 74, 1967, 986-990. MR 0219687 | Zbl 0177.07902
[5] DE LEEUV K.: The Fubini theorem and convolution formula for regular measures. Math. Soc. II, 1962, 117-122. MR 0195983
[6] DUCHOŇ M.: On the tensor product of vector measures in locally compact spaces. Mat. čas. 19, 1969, З24-З29. MR 0310182
[7] DUCHOŇ M.: Note on measures in Cartesian products. Acta Fac. rerum natur. Univ. Com., Math. 22, 1969, 39-45. MR 0265546 | Zbl 0192.40502
[8] DUCHOŇ M.: Vector measurеs in Cartеsian products. Mat. čas. 21, 1971, 241-247. MR 0310183
[9] HALMOS P. R.: Measure Theory. Van Nostrand, New York 1950. MR 0033869 | Zbl 0040.16802
[10] HEWITT E., STROMBERG K.: Real and Abstract Analysis. Springer, Berlin- Heidelberg 1965. MR 0367121 | Zbl 0137.03202
[11] HEWITT E., ROSS K. A.: Abstract Harmonic Analysis I. Springer, Berlin 1963.
[12] JOHNSON R. A.: On product measures and Fubini's theorem in locally compact spaces. Trans. Amer. Math. Soc., 123, 1966, 122-129. MR 0197669 | Zbl 0148.03102
[13] KLUVÁNEK I.: Miеry v kartézskych súčinoch. (Measures in Cartesian products), Čas. pěst. mat., 92, 1967, 283-288.
[14] MARCZEWSKI E., RYLL-NARDZEWSKI C.: Remarks on tһе compactness and non dirеct products of measures. Fund. math., 40, 1953, 165-170. MR 0059996
[15] NEUBRUNN T.: A remark on non direct product of measures. Acta Fac. rerum natur. Univ. Com., Math. 22, 1969, 31-37 MR 0265547 | Zbl 0192.40501
[16] STROMBERG K.: A note on thе convolution of rеgular mеasurеs. Math. scand., 7, 1959, 347-352. MR 0114889
[17] RIEČANOVÁ Z.: On rеgularity of a mеasure oп a σ-algebгa. Mat. čas. 19, 1969, 135-137.
Partner of
EuDML logo