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Weierstrass function
Known as:
Continuous, nowhere differentiable function
, Nowhere differentiable function
, W (disambiguation)
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In mathematics, the Weierstrass function is an example of a pathological real-valued function on the real line. The function has the property of…
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Related topics
Related topics
4 relations
Blancmange curve
Fractal
Hausdorff dimension
Koch snowflake
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
Type 1,1-operators defined by vanishing frequency modulation
J. Johnsen
2017
Corpus ID: 53708831
This paper presents a general definition of pseudo-differential operators of type 1, 1; the definition is shown to be the largest…
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2012
2012
Extended Gram-type determinant, wave and rational solutions to two (3+1)-dimensional nonlinear evolution equations
M. G. Asaad
,
W. Ma
Applied Mathematics and Computation
2012
Corpus ID: 6495384
2009
2009
An algorithm for fractal dimension calculation based on Renyi entropy for short time signal analysis
K. Kith
,
O. Sourina
,
V. Kulish
,
N. M. Khoa
International Conference on Information…
2009
Corpus ID: 16197853
Among the approaches used to analyze biomedical signals, e.g. electroencephalogram, there are methods based on fractal dimension…
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2008
2008
Exact Results for the Kepler Problem in General Relativity
Kaila C. S. Hall
2008
Corpus ID: 118304925
Exact results are derived, specifically the perihelion shift and the Kepler orbit, for a bound test particle in the Schwarzschild…
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2003
2003
Stochastic Simulation of Time Series by Using the Spatial-Temporal Weierstrass Function
R. Kutner
,
Filip Switaa
International Conference on Conceptual Structures
2003
Corpus ID: 41759015
We extend the recently considered toy model of Weierstrass (or Levy) walks with varying velocity of the walker [1,2] by…
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2003
2003
Flashes of Noncommutativity Flash One
A. Rivero
2003
Corpus ID: 16084782
Noncommutativity lays hidden in the proofs of classical dynamics. Modern frameworks can be used to bring it to light: *-products…
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2001
2001
A Nowhere-Differentiable Function from Geometry: 10790
J. Anglesio
,
E. al.
The American mathematical monthly
2001
Corpus ID: 35470695
10790 [2000, 277]. Proposed by Jean Anglesio, Garches, France. Given a real number x, let To be the triangle whose vertices are…
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1994
1994
A new line-search step based on the Weierstrass $\wp$-function for minimizing a class of logarithmic barrier functions
F. Jarre
1994
Corpus ID: 15125291
Summary. We define the notion of self-concordance of order two for the restriction $f$ of a logarithmic barrier function to a…
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1990
1990
WEIERSTRASS REPRESENTATION OF PERIODIC MINIMAL SURFACES
A. Fogden
1990
Corpus ID: 13836258
A general algorithm for the construction of infinite periodic minimal surfaces (IPMS) via their Weierstrass function is outlined…
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1953
1953
An Everywhere Continuous Nowhere Differentiable Function
J. Mccarthy
1953
Corpus ID: 124558832
where g(x) = 1 + x for −2 ≤ x ≤ 0, g(x) = 1− x for 0 ≤ x ≤ 2 and g(x) has period 4. The function f(x) is continuous because it is…
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