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Two Qualitative Dynamics Semantics for SBGN Process Description Maps

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HAL Id: hal-01258943

https://hal.archives-ouvertes.fr/hal-01258943

Submitted on 19 Jan 2016

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Two Qualitative Dynamics Semantics for SBGN Process Description Maps

Adrien Rougny, Christine Froidevaux, Loïc Paulevé

To cite this version:

Adrien Rougny, Christine Froidevaux, Loïc Paulevé. Two Qualitative Dynamics Semantics for SBGN Process Description Maps. CMSB’15, Sep 2015, Nantes, France. 2015. �hal-01258943�

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Two Qualitative Dynamics Semantics for SBGN Process Description Maps

Adrien Rougny, Christine Froidevaux and Lo¨ıc Paulev´e

Laboratoire de Recherche en Informatique, Orsay, FRANCE UMR8623 Universit´e Paris-Sud - CNRS

Contact: [email protected]

Context

Larger and larger reaction networks modelling various biological processes (from databases, automatic inference)

Standards to represent reaction networks: e.g. Systems Biology Graphical Notation Process Description language (SBGN-PD)

Analysis of the dynamics to understand and control these processes

Motivations

Qualitative semantics allows to capture important dynamical features (e.g. attractors, reachability) without numerical parameters

Model SBGN-PD maps under qualitative semantics

We propose two semantics formalized by asynchronous automata networks: the general semantics, together with a refinement called process conflicts , and the stories semantics

Asynchronous Automata Networks

a

0 1

2 b

0 1

c

0 1

`

a1

`

a2

`

c

`

¯b

`

a1

= { b

1

}

`

a2

= { c

1

}

`

¯b

= { c

0

}

`

c

= { a

1

}

State transition graph:

a

0

b

1

c

0

a

0

b

0

c

0

a

1

b

1

c

0

a

1

b

1

c

1

a

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b

1

c

1

a

1

b

0

c

0

a

1

b

0

c

1

a

2

b

0

c

1

`¯b

`a1

`c `a2

`¯b

`c `a2

General Semantics

p

0 1

a

0 1

b

0 1

c

0 1

d

0 1

m

0 1

`p

`p

`c

`d

`a

`b

`p = {m1, a1, b1}

`c = `d = {p1}

`p = {c1, d1}

`a = `b = {p1, c1, d1}

Each chemical entity is modelled by one automaton

Refinement 1: Process Conflicts

a

0 1

p

0 1

c

0 1

q

0 1

b

0 1

`p

`q

`b

`c

`a1, `a2 `p

`q

`p = {a1, q0}

`q = {a1, p0}

`b = {q1}

`c = {p1}

`p = {c1}

`q = {b1}

`a1 = {p1, c1}

`a2 = {q1, b1}

Processes p and q cannot occur at the same time

Refinement 2: Stories Semantics

Story:

accounts for successive transformations of a chemical entity

a set of entities that cannot be present at the same time, i.e. that are mutually exclusive

Identification of stories:

automatic computation

relevance determined by expert knowledge The stories semantics is a refinement of the general semantics driven by expert knowledge

Set of non-singleton stories { a, aP } , { a, c } ,

{ b, c } , { a, aP, c }

Maximal sets of compatible stories

{ a, c } ,

{ a, aP, c } ,

{ a, aP } , { b, c }

s

aP a c

atp

0 1

adp

0 1

b

0 1

e

0 1

p

0 1

q

0 1

`aP `c

`atp

`adp

`p

`p

`q

`q

`b

`p = {e1,sa, atp1, q0}

`q = {b1,sa, p0}

`aP = {p1}

`c = {q1}

`adp = {p1}

`atp = {p1,saP}

`b = {q1,sc}

`p = {saP, adp1}

`q = {sc}

Stories reduce the dimension of the dynamics

Example: the AT 1A R-induced network

HR

A B C D E F G

SBGN-PD map adapted from: D. Heitzler et al., Competing G protein-coupled receptor kinases balance G protein and b-arrestin signaling, MSB, 2012.

semantics general general stories

with conflicts

No. of automata 41 41 30

No. of reachable states ' 1011 ' 1010 ' 105

Conclusion and Prospects

Main features of SBGN-PD are supported

The stories semantics is a refinement of the general semantics that:

– models several chemical species with a unique variable

– reduces the state space, increasing the scalability of the exhaustive computation of the dynamics

The dynamics of SBGN-PD maps modelled under both semantics can be analyzed with state-of-the art tools (PRISM, NuSMV . . . )

Ongoing work and prospects:

Application to a large network, the E2F/RB pathway:

– 153 out of 208 molecules in 28 stories

– No. of automata reduced from 367 to 242

Explore the relationship between the stories semantics and

Boolean semantics applied to SBGN-AF maps

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