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International Scholarly Research Notices
/
2011
/
Article
/
Tab 1
/
Research Article
Kinematical Conformal Cosmology: Fundamental Parameters from Astrophysical Observations
Table 1
The fundamental parameters of our kinematical conformal cosmology are shown here, as derived from the astrophysical data analyzed in the current section.
Kinematical conformal cosmology parameters
𝛿
0
=
3
.
8
3
×
1
0
−
5
𝛾
0
=
1
.
9
4
×
1
0
−
2
8
c
m
−
1
𝑘
0
𝛾
=
−
2
0
4
𝛿
2
0
=
−
6
.
4
2
×
1
0
−
4
8
c
m
−
2
𝜅
0
𝛾
=
−
2
0
4
−
𝑘
0
=
6
.
4
2
×
1
0
−
4
8
c
m
−
2
𝐇
0
≅
𝐻
0
𝛾
=
−
0
2
𝑐
=
−
1
0
0
ℎ
0
k
m
s
M
p
c
=
−
3
.
2
4
×
1
0
−
1
8
ℎ
0
s
−
1
=
−
2
.
9
1
×
1
0
−
1
8
s
−
1
ℎ
0
=
0
.
8
9
7
𝐇
r
s
≅
𝐻
r
s
𝛾
=
+
0
2
𝑐
=
1
0
0
ℎ
0
k
m
s
M
p
c
=
3
.
2
4
×
1
0
−
1
8
ℎ
0
s
−
1
=
2
.
9
1
×
1
0
−
1
8
s
−
1
𝑞
0
=
𝑞
r
s
=
1
𝛿
2
0
−
2
=
6
.
8
3
×
1
0
8
𝐪
0
=
𝐪
r
s
=
1
𝛿
2
0
−
1
=
6
.
8
3
×
1
0
8
𝐑
0
=
𝐑
(
𝐭
0
1
)
≃
√
|
𝑘
0
|
=
3
.
9
5
×
1
0
2
3
c
m
=
0
.
1
2
8
M
p
c
𝑅
0
=
𝑅
(
𝑡
0
)
≃
𝐑
(
𝐭
0
)
√
|
𝑘
0
|
≃
1