SU\G(𝔾)/K·U

In-Soo Baek

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All published works
Action Title Year Authors
+ PDF Chat The derivative and moment of the generalized Riesz–Nágy–Takács function 2017 In-Soo Baek
+ PDF Chat DIFFERENTIABILITY AND NON-DIFFERENTIABILITY POINTS OF THE MINKOWSKI QUESTION MARK FUNCTION 2016 In-Soo Baek
+ PDF Chat SPECTRAL CLASSES AND THE PARAMETER DISTRIBUTION SET 2015 In-Soo Baek
+ PDF Chat THE DIMENSIONS OF THE MINIMUM AND MAXIMUM CYLINDRICAL LOCAL DIMENSION SETS 2015 In-Soo Baek
+ PDF Chat SINGULARITY ORDER OF THE RIESZ-NÁGY-TAKÁCS FUNCTION 2015 In-Soo Baek
+ PDF Chat THE PARAMETER DISTRIBUTION SET FOR A SELF-SIMILAR MEASURE 2012 In-Soo Baek
+ POWER INEQUALITY ON THE SIMPLEX 2012 In-Soo Baek
+ PDF Chat DERIVATIVE OF THE RIESZ-NÁGY-TAKÁCS FUNCTION 2011 In-Soo Baek
+ GOLDEN RATIO RIESZ-N $\acute{A}$ GY-TAK $\acute{A}$ CS DISTRIBUTION 2011 In-Soo Baek
+ PDF Chat THE MOMENTS OF THE RIESZ-NÇșGY-TAKÇșCS DISTRIBUTION OVER A GENERAL INTERVAL 2010 In-Soo Baek
+ Baire category and extremely non-normal points of invariant sets of IFS's 2010 In-Soo Baek
L. Olsen
+ On multifractal of Cantor dust 2009 In-Soo Baek
+ PDF Chat PROPERTIES OF DUAL RIESZ-NÁGY-TAKÁCS DISTRIBUTIONS 2008 In-Soo Baek
+ A note on the moments of the Riesz–Nágy–Takács distribution 2008 In-Soo Baek
+ PDF Chat SOME PROPERTIES OF THE RIESZ-NÁGY-TAKÁCS DISTRIBUTION 2008 In-Soo Baek
+ PDF Chat RELATION BETWEEN FRACTAL MEASURES AND CANTOR MEASURES 2007 In-Soo Baek
+ PDF Chat SIMPLE APPROACH TO MULTIFRACTAL SPECTRUM OF A SELF-SIMILAR CANTOR SET 2005 In-Soo Baek
+ PDF Chat PACKING DIMENSION OF MEASURES ON A RANDOM CANTOR SET 2004 In-Soo Baek
+ PDF Chat DIMENSIONS OF A DERANGED CANTOR SET WITH SPECIFIC CONTRACTION RATIOS 2004 In-Soo Baek
+ Relation between spectral classes of a self-similar Cantor set 2004 In-Soo Baek
+ PDF Chat CANTOR DIMENSION AND ITS APPLICATION 2004 In-Soo Baek
+ ON A QUASI-SELF-SIMILAR MEASURE ON A SELF-SIMILAR SET ON THE WAY TO A PERTURBED CANTOR SET 2004 In-Soo Baek
+ PDF Chat Spectra of deranged Cantor set by weak local dimensions 2004 In-Soo Baek
+ PDF Chat HAUSDORFF DIMENSION OF DERANGED CANTOR SET WITHOUT SOME BOUNDEDNESS CONDITION 2004 In-Soo Baek
+ On a Self-Similar Measure on a Self-Similar Cantor Set 2004 In-Soo Baek
+ Multifractal spectra by quasi-self-similar measures on a perturbed Cantor set 2004 In-Soo Baek
+ NON-DIFFERENTIABLE POINTS OF A SELF-SIMILAR CANTOR FUNCTION 2003 In-Soo Baek
Young-Ha Kim
+ On Deranged Cantor Sets 1998 In-Soo Baek
+ Dimensions of the Perturbed Random Cantor Sets 1997 In-Soo Baek
Hung-Hwan Lee
Taesik Kim
+ Hausdorff Measure of the Scattered Cantor Sets 1996 Hung-Hwan Lee
In-Soo Baek
+ Hausdorff dimension of some specific perturbed cantor set 1994 In-Soo Baek
Sang-Hun Lee
Common Coauthors
Coauthor Papers Together
Hung-Hwan Lee 2
Taesik Kim 1
L. Olsen 1
Sang-Hun Lee 1
Young-Ha Kim 1
Commonly Cited References
Action Title Year Authors # of times referenced
+ Techniques in fractal geometry 1997 K. J. Falconer
 13
+ Relation between spectral classes of a self-similar Cantor set 2004 In-Soo Baek
 10
+ Divergence points of self-similar measures and packing dimension 2007 In-Soo Baek
L. Olsen
Nina Snigireva
 10
+ NORMAL AND NON-NORMAL POINTS OF SELF-SIMILAR SETS AND DIVERGENCE POINTS OF SELF-SIMILAR MEASURES 2003 L. Olsen
Steffen Winter
 8
+ Riesz–Nágy singular functions revisited 2006 Jaume Paradís
PelegrĂ­ Viader
LluĂ­s Bibiloni
 7
+ A Multifractal Formalism 1995 L. Olsen
 6
+ PDF Chat WEAK LOCAL DIMENSION ON DERANGED CANTOR SETS 2000 Baek
 5
+ PDF Chat DIMENSIONS OF DISTRIBUTION SETS IN THE UNIT INTERVAL 2007 In-Soo Baek
 5
+ PDF Chat CANTOR DIMENSION AND ITS APPLICATION 2004 In-Soo Baek
 4
+ Asymptotics for the Moments of Singular Distributions 1993 Wang Ling Goh
Jet Wimp
 4
+ Asymptotic analysis of the moments of the Cantor distribution 1996 Peter J. Grabner
Helmut Prodinger
 4
+ PDF Chat Spectra of deranged Cantor set by weak local dimensions 2004 In-Soo Baek
 4
+ Multifractal decompositions of Moran fractals 1992 Robert Cawley
R. Daniel Mauldin
 4
+ The moments of the Cantor distribution 1992 Frank Lad
William F. Taylor
 4
+ Multifractal spectra by quasi-self-similar measures on a perturbed Cantor set 2004 In-Soo Baek
 4
+ PDF Chat THE PARAMETER DISTRIBUTION SET FOR A SELF-SIMILAR MEASURE 2012 In-Soo Baek
 3
+ A note on the moments of the Riesz–Nágy–Takács distribution 2008 In-Soo Baek
 3
+ PDF Chat DERIVATIVE OF THE RIESZ-NÁGY-TAKÁCS FUNCTION 2011 In-Soo Baek
 3
+ Hausdorff dimension of sets of non-differentiability points of Cantor functions 1995 R. B. Darst
 2
+ The Derivative of Minkowski's ?(x) Function 2001 Jaume ParadĂ­s
PelegrĂ­ Viader
LluĂ­s Bibiloni
 2
+ PDF Chat A note on equivalent interval covering systems for Hausdorff dimension on<mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" alttext="$\mathbb{R}$" id="E1"><mml:mi>ℝ</mml:mi></mml:math> 1988 Colleen D. Cutler
 2
+ ON A QUASI-SELF-SIMILAR MEASURE ON A SELF-SIMILAR SET ON THE WAY TO A PERTURBED CANTOR SET 2004 In-Soo Baek
 2
+ Two definitions of fractional dimension 1982 Claude Tricot
 2
+ PDF Chat A characterization of the nondifferentiability set of the Cantor function 1974 J. A. Eidswick
 2
+ Extremely non-normal numbers 2004 L. Olsen
 2
+ PDF Chat Self-similar and self-affine sets: measure of the intersection of two copies 2009 MĂĄrton Elekes
TamĂ s Keleti
Andrås Måthé
 1
+ The Multifractal Spectrum of Quasi Self-Similar Measures 1997 Toby C. O’Neil
 1
+ PDF Chat Measure, topology, and fractal geometry 1991 Jillian L. Ewing
F. W. Gehring
Paul R. Halmos
 1
+ The Hausdorff dimension of deformed self-similar sets 2002 Tae Hee Kim
Sung Pyo Hong
Hung Hwan Lee
 1
+ Empirical multifractal moment measures and moment scaling functions of self-similar multifractals 2002 L. Olsen
 1
+ PDF Chat The singularity spectrum<i>f</i>(α) for cookie-cutters 1989 D.A.J. Rand
 1
+ On the existence of subsets of finite positive packing measure 1995 H. Joyce
David Preiss
 1
+ PDF Chat SPECTRAL CLASSES AND THE PARAMETER DISTRIBUTION SET 2015 In-Soo Baek
 1
+ PDF Chat A Variational Principle for the Hausdorff Dimension of Fractal Sets. 1994 Colleen D. Cutler
L. Olsen
 1
+ On a Self-Similar Measure on a Self-Similar Cantor Set 2004 In-Soo Baek
 1
+ A generalized Cantor–Riesz–Nagy function and the growth of its moments 1994 William M. Y. Goh
Jet Wimp
 1
+ PDF Chat Hölder-differentiability of Gibbs distribution functions 2009 Marc Keßeböhmer
Bernd O. Stratmann
 1
+ PDF Chat DIMENSIONS OF WEAKLY CONVERGENT DERANGED CANTOR SETS 1997 Baek
 1
+ Random geometrically graph directed self-similar multifractals 2017 L. Olsen
 1
+ PDF Chat Variational principles and mixed multifractal spectra 2001 LuĂ­s Barreira
BenoĂźt Saussol
 1
+ PDF Chat THE HAUSDORFF MEASURE AND THE PACKING MEASURE ON A PERTURBED CANTOR SET 2001 Meinershagen
 1
+ The multifractal spectrum of statistically self-similar measures 1994 K. J. Falconer
 1
+ Constructing Singular Functions via Farey Fractions 1996 Roland Girgensohn
 1
+ PDF Chat THE MOMENTS OF THE RIESZ-NÇșGY-TAKÇșCS DISTRIBUTION OVER A GENERAL INTERVAL 2010 In-Soo Baek
 1
+ Self-Conformal Multifractal Measures 1997 Norbert Patzschke
 1
+ PDF Chat On the set of points where Lebesgue’s singular function has the derivative zero 2011 Kiko Kawamura
 1
+ An Improved Multifractal Formalism and Self-Similar Measures 1995 Rudolf H. Riedi
 1
+ PDF Chat Separation properties for self-similar sets 1994 Andreas Schief
 1
+ PDF Chat Limits for martingale-like sequences 1973 Anthony G. Mucci
 1
+ PDF Chat Fractal Geometry: Mathematical Foundations and Applications. 1990 K. J. Falconer
 1