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Haugh, 2004
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Mathematical model of human growth hormone (hGH)-stimulated cell proliferation explains the efficacy of hGH variants as receptor agonists or antagonists (Basic Model)
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Model Mathematics
Component based math viewer is available
Component: environment
Component: C
d
d
time
C
=
kf1
L
R
+
k_x2
D
-
kr1
+
kx2
R
+
kt
C
Component: D
d
d
time
D
=
kx2
R
C
-
k_x2
+
k_x1
+
ke
D
Component: R
d
d
time
R
=
Vs
+
kr1
C
+
k_x2
+
2.0
k_x1
D
+
krec
Ri
-
kf1
L
+
kx2
C
+
kt
R
Component: Ri
d
d
time
Ri
=
kt
R
+
C
-
krec
+
kdeg
Ri
Component: signal
signal
=
2.0
D
R_initial
kappaE
+
2.0
D
R_initial
Component: model_parameters
kr1
=
KD
kf1
k_x1
=
0.01
kr1
Source
Derived from workspace
Haugh, 2004
at changeset
6348326c2c7e
.
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Creative Commons Attribution 3.0 Unported License
.
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Mathematical model of human growth hormone (hGH)-stimulated cell proliferation explains the efficacy of hGH variants as receptor agonists or antagonists (Basic Model)
Mathematical model of human growth hormone (hGH)-stimulated cell proliferation explains the efficacy of hGH variants as receptor agonists or antagonists (Steady State Model)