PHILIPP W. EMPIRICAL DISTRIBUTION-FUNCTIONS AND STRONG APPROXIMATION THEOREMS FOR DEPENDENT RANDOM-VARIABLES - A PROBLEM OF BAKER IN PROBABILISTIC NUMBER-THEORY. (1994) TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY 0002-9947 1088-6850 345 2 705-727
[Citation relation:22945696]

Object type
Citation
Id
22945696
Status
Published
Published
Yes
Unhandled tickets
0
Old Timestamp
2018-10-01T21:43:46.000+0000
Deleted
No
Old Id
12945696
Last modified
2018-10-01T21:43:46.000+0000
Created
2013-02-11T16:19:13.000+0000
Admin approved at
2013-11-27T12:40:58.000+0000
Admin approved by
Erzsebet Szakonyi (RAMKI admin 4)
Publication
Berkes I. An almost sure invariance principle for lacunary trigonometric series. (1975) ACTA MATHEMATICA ACADEMIAE SCIENTIARUM HUNGARICAE 0001-5954 26 1-2 209-220
Publication MTMT ID
2142578
Related
PHILIPP W. EMPIRICAL DISTRIBUTION-FUNCTIONS AND STRONG APPROXIMATION THEOREMS FOR DEPENDENT RANDOM-VARIABLES - A PROBLEM OF BAKER IN PROBABILISTIC NUMBER-THEORY. (1994) TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY 0002-9947 1088-6850 345 2 705-727
Citing publication MTMT ID
22945696
Source
WOS
External citation
Yes
External citation OK
Yes
Link
/api/citation/22945696
Label
PHILIPP W. EMPIRICAL DISTRIBUTION-FUNCTIONS AND STRONG APPROXIMATION THEOREMS FOR DEPENDENT RANDOM-VARIABLES - A PROBLEM OF BAKER IN PROBABILISTIC NUMBER-THEORY. (1994) TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY 0002-9947 1088-6850 345 2 705-727
2020-09-22 17:13