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Signal Discrimination
Through A Negative Feedback
Vimalathithan Devaraj
PhD student
Under the guidance of Dr. Biplab Bose
IIT Guwahati
Information Transfer Through Molecular Pathway
Fig. ref: PMID 18846202
Hourglass Architecture of Cell Signaling
The Key Question:
How does a network motif helps to
discriminate different signals ?
Same Path, Different Signals, Different Outputs
QuantitativeWestern Blot : MCF-7 cells
How does S6K1 Deciphers The Information From AKT ?
Signaling Path from Akt to S6K1 Has Adaptive Behavior
Quantitative western blot : MCF-7 cells
Finding The Network Motif
Possible adaptive network motifsAdaptive Signaling
Through Experiments we have confirmed the presence of Motif II in this system
Variants of Motif II
Buffer molecules X, Y and Z were used to introduce Delay in the Feedback
Equations used to Model the Negative Feedback
. .(( 6 ) ( 6 )) .( 6 )( 6 3
3
) 1 4.
(( 6 ) ( 6
(
( ))) ( 6 )2
)
5
k S K pS K k pS Kd pS K T
dt k S K pS K k pS KT
p t
k C
Ak k n
n n
−
= −
+ − + +
.( 6 ).(( ) ( )) .( )( ) 6 8
(( ) ( )) ( )7 9
k pS K X pX k pXd pX T
dt k X pX k pXT
−
= −
+ − +
10 12
11 13
1514
16 17
.( ).(( ) ( )) .( )( )
(( ) ( )) ( )
.( ).( ).((Z) ( ))( )
((Z) ( )) ( )
T
T
T
T
k pX Y pY k pYd pY
dt k Y pY k pY
k pZk pY pZd pZ
dt k pZ k pZ
Where pX or pY or pZ depending onthe model varC iant
−
= −
+ − +
−
= −
+ − +
=
Finding The Right Model
Model -2Log(L) AIC
Akt-S6K1 10.83 61.27
Akt-S6K1-X -9.27 54.33
Akt-S6K1-X-Y -11.19 67.05
Akt-S6K1-X-Y-Z -18.04 71.05
Model Statistics of data used in
parameter estimation :
Modeling tool: Data2Dynamics (MATLAB package)
Finding The Most Predictive Model
Input Data
Sum of Square Error (SSE)
Akt-S6K1-X Akt-S6K1-X-Y
IGF1–2.5 nM 0.020 0.011
Insulin 2.5 nM 0.025 0.016
IGF1-2.5 nM +
Insulin 2.5 nM
0.024 0.009
Model Statistics of validation data
(NOT USED in parameter estimation):
Model variant Akt-S6K1-X-Y is selected
for further analysis
Fitting of The Selected Model - Parameter Estimation
Input-pAktOutput-pS6K1
Filled circles: Experimental data; Black line: Model Predicted data
Validation of The Selected Model
Input-pAktOutput-pS6K1
Filled circles: Experimental data; Black line: Model Predicted data
Simulations to Understand The Negative Feedback
The NF Filters Delayed, Slow Input
.
n
n n
t
pAkt(t) a
K t
=
+
The NF Filters Delayed, Slow Input
The NF Filters, Fast Oscillatory Signal
Cell Proliferation Correlates with Signal Dynamics
r = 0.89
In Brief
▪ Dynamics of S6K1 is controlled by
Negative Feedback
▪ Dynamics of S6K1 is controlled by
dynamics of Akt irrespective of
signaling molecule
▪ The NF involving S6K1 acts like a
filter in PI3K/Akt/mTOR pathway
▪ NF explains the differential
mitogenic effect of IGF-1 and Insulin
biplabbose@iitg.ac.in
@bose_biplab

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Signal Discrimination in Cells Through A Negative Feedback

  • 1. Signal Discrimination Through A Negative Feedback Vimalathithan Devaraj PhD student Under the guidance of Dr. Biplab Bose IIT Guwahati
  • 2. Information Transfer Through Molecular Pathway Fig. ref: PMID 18846202
  • 3. Hourglass Architecture of Cell Signaling
  • 4. The Key Question: How does a network motif helps to discriminate different signals ?
  • 5. Same Path, Different Signals, Different Outputs QuantitativeWestern Blot : MCF-7 cells
  • 6. How does S6K1 Deciphers The Information From AKT ?
  • 7. Signaling Path from Akt to S6K1 Has Adaptive Behavior Quantitative western blot : MCF-7 cells
  • 8. Finding The Network Motif Possible adaptive network motifsAdaptive Signaling Through Experiments we have confirmed the presence of Motif II in this system
  • 9. Variants of Motif II Buffer molecules X, Y and Z were used to introduce Delay in the Feedback
  • 10. Equations used to Model the Negative Feedback . .(( 6 ) ( 6 )) .( 6 )( 6 3 3 ) 1 4. (( 6 ) ( 6 ( ( ))) ( 6 )2 ) 5 k S K pS K k pS Kd pS K T dt k S K pS K k pS KT p t k C Ak k n n n − = − + − + + .( 6 ).(( ) ( )) .( )( ) 6 8 (( ) ( )) ( )7 9 k pS K X pX k pXd pX T dt k X pX k pXT − = − + − + 10 12 11 13 1514 16 17 .( ).(( ) ( )) .( )( ) (( ) ( )) ( ) .( ).( ).((Z) ( ))( ) ((Z) ( )) ( ) T T T T k pX Y pY k pYd pY dt k Y pY k pY k pZk pY pZd pZ dt k pZ k pZ Where pX or pY or pZ depending onthe model varC iant − = − + − + − = − + − + =
  • 11. Finding The Right Model Model -2Log(L) AIC Akt-S6K1 10.83 61.27 Akt-S6K1-X -9.27 54.33 Akt-S6K1-X-Y -11.19 67.05 Akt-S6K1-X-Y-Z -18.04 71.05 Model Statistics of data used in parameter estimation : Modeling tool: Data2Dynamics (MATLAB package)
  • 12. Finding The Most Predictive Model Input Data Sum of Square Error (SSE) Akt-S6K1-X Akt-S6K1-X-Y IGF1–2.5 nM 0.020 0.011 Insulin 2.5 nM 0.025 0.016 IGF1-2.5 nM + Insulin 2.5 nM 0.024 0.009 Model Statistics of validation data (NOT USED in parameter estimation): Model variant Akt-S6K1-X-Y is selected for further analysis
  • 13. Fitting of The Selected Model - Parameter Estimation Input-pAktOutput-pS6K1 Filled circles: Experimental data; Black line: Model Predicted data
  • 14. Validation of The Selected Model Input-pAktOutput-pS6K1 Filled circles: Experimental data; Black line: Model Predicted data
  • 15. Simulations to Understand The Negative Feedback
  • 16. The NF Filters Delayed, Slow Input . n n n t pAkt(t) a K t = +
  • 17. The NF Filters Delayed, Slow Input
  • 18. The NF Filters, Fast Oscillatory Signal
  • 19. Cell Proliferation Correlates with Signal Dynamics r = 0.89
  • 20. In Brief ▪ Dynamics of S6K1 is controlled by Negative Feedback ▪ Dynamics of S6K1 is controlled by dynamics of Akt irrespective of signaling molecule ▪ The NF involving S6K1 acts like a filter in PI3K/Akt/mTOR pathway ▪ NF explains the differential mitogenic effect of IGF-1 and Insulin