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1
Fractal Geometry: Mathematical Foundations and Applications
Wiley
Kenneth Falconer
dimension
sets
𝜇
𝛿
𝛼
dimh
fractal
hausdorff
function
fractals
ℝn
figure
random
theorem
𝜆
probability
brownian
ℝ
dimb
intervals
functions
interval
proposition
cantor
subset
measures
mass
◽
attractor
𝜃
motion
𝑤
positive
dimensional
finite
plane
ℝ2
𝛽
multifractal
n𝛿
graph
systems
⚬
𝜔
define
affine
contains
geometry
continuous
mandelbrot
Year:
2014
Language:
english
File:
PDF, 5.68 MB
Your tags:
5.0
/
5.0
english, 2014
2
Fractal Geometry: Mathematical Foundations and Applications
John Wiley & Sons
Kenneth J Falconer
dimension
sets
𝜇
𝛿
𝛼
dimh
fractal
hausdorff
function
fractals
ℝn
figure
random
theorem
𝜆
probability
brownian
ℝ
dimb
intervals
functions
interval
proposition
cantor
subset
measures
mass
◽
attractor
𝜃
motion
𝑤
positive
dimensional
finite
plane
𝛽
ℝ2
multifractal
n𝛿
graph
systems
⚬
𝜔
define
affine
contains
continuous
mandelbrot
borel
Year:
2014
Language:
english
File:
PDF, 2.29 MB
Your tags:
0
/
0
english, 2014
3
Fractal Geometry. Mathematical Foundations and Applications
Wiley
Kenneth Falconer
dimension
sets
𝜇
𝛿
𝛼
dimh
fractal
hausdorff
function
fractals
ℝn
figure
random
theorem
𝜆
probability
brownian
ℝ
dimb
intervals
functions
interval
proposition
cantor
subset
measures
mass
◽
attractor
𝜃
motion
𝑤
positive
dimensional
finite
plane
𝛽
ℝ2
multifractal
n𝛿
graph
systems
⚬
𝜔
define
affine
contains
continuous
mandelbrot
borel
Year:
2014
Language:
english
File:
PDF, 2.32 MB
Your tags:
0
/
0
english, 2014
4
Fractal Geometry: Mathematical Foundations and Applications
Wiley
Kenneth Falconer
dimension
sets
𝜇
𝛿
𝛼
dimh
fractal
hausdorff
function
fractals
ℝn
figure
random
theorem
𝜆
probability
brownian
ℝ
dimb
intervals
functions
interval
proposition
cantor
subset
measures
mass
◽
attractor
𝜃
motion
𝑤
positive
dimensional
finite
plane
ℝ2
multifractal
n𝛿
𝛽
graph
systems
⚬
𝜔
define
affine
contains
geometry
continuous
mandelbrot
Year:
2014
Language:
english
File:
PDF, 3.58 MB
Your tags:
5.0
/
5.0
english, 2014
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