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1
Front-End Vision and Multi-Scale Image Analysis. Multi-Scale Computer Vision Theory and Applications, written in Mathematica
Ter Haar Romeny B.M.
scale
gaussian
function
figure
vision
imagesize
kernel
visual
diffusion
receptive
analysis
derivatives
differential
mathematica
functions
equation
gradient
detection
fourier
temporal
import
edge
intensity
curvature
scales
pixels
listdensityplot
zero
optic
proc
processing
mathematical
kernels
orientation
catastrophe
koenderink
range
convolution
pixel
linear
retina
signal
segmentation
shape
task
displayfunction
matrix
noise
axis
operators
Bahasa:
english
Fail:
PDF, 7.53 MB
Tag anda:
0
/
0
english
2
Front-End Vision and Multi-Scale Image Analysis: Multi-Scale Computer Vision Theory and Applications, written in Mathematics
Springer Netherlands
Prof. Dr. Bart M. ter Haar Romeny (auth.)
scale
function
gaussian
figure
vision
kernel
visual
diffusion
derivatives
receptive
analysis
imagesize
differential
mathematica
functions
equation
gradient
detection
fourier
temporal
intensity
edge
scales
curvature
pixels
zero
koenderink
processing
mathematical
kernels
optic
orientation
import
catastrophe
proc
listdensityplot
convolution
matrix
linear
range
signal
retina
cortex
shape
segmentation
task
axis
singularities
pixel
noise
Tahun:
2003
Bahasa:
english
Fail:
PDF, 19.38 MB
Tag anda:
0
/
0
english, 2003
3
Front-End Vision and Multi-Scale Image Analysis: Multi-Scale Computer Vision Theory and Applications, written in Mathematics
Springer Netherlands
Prof. Dr. Bart M. ter Haar Romeny (auth.)
scale
function
gaussian
figure
vision
kernel
visual
diffusion
derivatives
receptive
analysis
imagesize
differential
mathematica
functions
equation
gradient
detection
fourier
temporal
intensity
edge
scales
curvature
pixels
zero
koenderink
processing
mathematical
kernels
optic
orientation
import
catastrophe
proc
listdensityplot
convolution
matrix
linear
range
signal
retina
cortex
shape
segmentation
task
axis
singularities
pixel
noise
Tahun:
2003
Bahasa:
english
Fail:
PDF, 38.39 MB
Tag anda:
0
/
0
english, 2003
4
Моделирование перколяционного кластера. Методические указания к лабораторному практикуму
Гуньков В.В.
tif2pdf
tif2pdf.htm
www.verypdf.com
numx
metky
numy
bce
b.b
merky
metok
cetkh
knactep
listdensityplot
macchba
moxkho
pucynox
takum
texcr
4to
atomob
aueek
bbk
false
hmi
homep
maccub
makum
mathematica
mesh
metkh
npu
o6pa3om
phcyhok
sueiika
sueliku
t.b
teopua
texer
1emehty
1g0
31atenbckhm
3aanha
3abcctb
3abcomo
3ahata
3ahatad
3ahatbi
3ahatbic
3ahatbim
3ahateix
Fail:
PDF, 491 KB
Tag anda:
0
/
0
5
Моделирование перколяционного кластера: Методические указания к лабораторному практикуму
ГОУ ОГУ
Гуньков В.В.
метку
ячейки
numx
ячейка
numy
кластер
рисунок
кластера
массива
меток
соседей
присваиваем
слева
текст
частицы
ячеек
ячейками
в.в
гуньков
диффузии
задание
кластером
методические
моделирование
наличие
перколяции
перколяционного
рассматриваемой
сетки
указания
физике
listdensityplot
mathematica
броуновской
выполнения
кластеру
кластеры
массив
метки
называют
ниже
образования
протекания
связанных
сетке
системе
снизу
соединяющий
строки
теория
Tahun:
2005
Bahasa:
russian
Fail:
PDF, 211 KB
Tag anda:
0
/
0
russian, 2005
1
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