SELF-SIMILAR SUBSETS OF SYMMETRIC CANTOR SETS (English)
- New search for: ZENG, YING
- New search for: ZENG, YING
In:
Fractals
;
25
, 1
;
2017
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ISSN:
- Article (Journal) / Print
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Title:SELF-SIMILAR SUBSETS OF SYMMETRIC CANTOR SETS
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Contributors:ZENG, YING ( author )
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Published in:Fractals ; 25, 1
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Publisher:
- New search for: World Scient. Publ.
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Place of publication:Singapore [u.a.]
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Publication date:2017
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ISSN:
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ZDBID:
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DOI:
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Type of media:Article (Journal)
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Type of material:Print
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Language:English
- New search for: 665/3125
- New search for: 31.59 / 31.41 / 31.41 / 31.59
- Further information on Basic classification
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Source:
Table of contents – Volume 25, Issue 1
The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.
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MULTIFRACTALS IN WESTERN MAJOR STOCK MARKETS HISTORICAL VOLATILITIES IN TIMES OF FINANCIAL CRISISLAHMIRI, SALIM et al. | 2017
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AN APPROACH TO COMPUTE FRACTAL DIMENSION OF COLOR IMAGESZHAO, XIN et al. | 2017
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AUTOCORRELATIONS OF RANDOM FRACTAL APERTURES AND PHASE SCREENSSCHONFELD, JONATHAN F et al. | 2017
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FRACTAL ANALYSIS OF FLOW RESISTANCE IN TREE-LIKE BRANCHING NETWORKS WITH ROUGHENED MICROCHANNELSYANG, SHANSHAN et al. | 2017
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A COMPARISON OF THREE HURST EXPONENT APPROACHES TO PREDICT NASCENT BUBBLES IN S&P500 STOCKSFERNÁNDEZ-MARTÍNEZ, M et al. | 2017
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DIMENSION ANALYSIS OF CONTINUOUS FUNCTIONS WITH UNBOUNDED VARIATIONWANG, JUN et al. | 2017
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THE CANTOR SET’S MULTI-FRACTAL SPECTRUM FORMED BY DIFFERENT PROBABILITY FACTORS IN MATHEMATICAL EXPERIMENTPAN, XUEZAI et al. | 2017
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FRACTAL DIMENSION OF CERTAIN CONTINUOUS FUNCTIONS OF UNBOUNDED VARIATIONLIANG, Y. S et al. | 2017
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SELF-SIMILAR SUBSETS OF SYMMETRIC CANTOR SETSZENG, YING et al. | 2017
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A PRELIMINARY STUDY ON THE FRACTAL PHENOMENON: “DISCONNECTED+ DISCONNECTED=CONNECTED”WANG, DA et al. | 2017
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ANSWERS TO QUESTIONS ON ĆIRIĆ TYPE THEOREMSDUNG, NGUYEN VAN et al. | 2017
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A FIRST CRYPTOSYSTEM FOR SECURITY OF TWO-DIMENSIONAL DATAMISHRA, D. C et al. | 2017