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MONOLIX DAY

December 12th, 2011
La Maison de la Recherche, Paris
Schedule

   9.15:     MONOLIX 4: presentation & demos, Marc Lavielle (Inria, POPIX)
   10.15: Lixoft, status & future plans, Jérôme Kalifa (Lixoft)

   10.45: Pause

   11.00: New challenges for MONOLIX
    1.   An overview of POPIX and DDMoRe activities, Marc Lavielle (Inria, POPIX)
    2.   New challenges in oncology, Benjamin Ribba (Inria, NUMED)


   12.15: Buffet


   13.45: MONOLIX Guidance Committee meeting


   16.30: End of the MONOLIX Day
Some new features in MONOLIX 4

   New graphics
   New MLXTRAN
       full project programming
       complex PK models
       (repeated) time-to-event models
   Workflows
   Convergence assessment
   Batch mode and scripts
Some new features in MONOLIX 4

   New graphics
   New MLXTRAN
       full project programming
       complex PK models
       (repeated) time-to-event models
   Workflows
   Convergence assessment
   Batch mode and scripts
Some new features in MONOLIX 4

   New graphics
   New MLXTRAN
       complex PK models
       full project programming
       (repeated) time-to-event models
   Workflows
   Convergence assessment
   Batch mode and scripts
MLXTRAN for PK model
Example 1: oral administration, 1cpt, first order absorption


 PK model            The data



                ID   TIME AMT   CONC
                1    0    100    .
                1    0.5   .    0.15
                1    2     .    0.71
                1    3     .    0.97
                1    6     .    1.77
                1    12    .    3.64
                1    24    .    4.09
                1    36    .    3.36
                1    48    .    2.83
                1    72    .    2.18
                1    96    .    1.40
                1    120   .    1.32
MLXTRAN for PK model
Example 1: oral administration, 1cpt, first order absorption


 PK model            The data                 MLXTRAN
                                              Full ODE


                ID   TIME AMT   CONC   $INPUT
                1    0    100    .     psi = {ka, V, Cl}
                1    0.5   .    0.15
                1    2     .    0.71
                1    3     .    0.97   $PK
                1    6     .    1.77   compartment(amount=Ad)
                1    12    .    3.64   iv(dpt=1, cmt=1)
                1    24    .    4.09
                1    36    .    3.36
                1    48    .    2.83   $EQUATION
                1    72    .    2.18   ddt_Ad = - ka*Ad
                1    96    .    1.40
                                       ddt_Ac = ka*Ad - k*Ac
                1    120   .    1.32
                                       Cc = Ac/V

                                       $OUTPUT
                                       output = Cc
MLXTRAN for PK model
Example 1: oral administration, 1cpt, first order absorption


 PK model            The data                 MLXTRAN                 MLXTRAN
                                              Full ODE              Built-in functions



                ID   TIME AMT   CONC   $INPUT                   $INPUT
                1    0    100    .     psi = {ka, V, Cl}
                1    0.5   .    0.15
                                                                psi = {ka, V, Cl}
                1    2     .    0.71
                1    3     .    0.97   $PK                      $PK
                1    6     .    1.77   compartment(amount=Ad)   compartment(amount=Ac)
                1    12    .    3.64   iv(dpt=1, cmt=1)
                1    24    .    4.09                            absorption(ka)
                1    36    .    3.36                            elimination(k=Cl/V)
                1    48    .    2.83   $EQUATION                Cc = Ac/V
                1    72    .    2.18   ddt_Ad = - ka*Ad
                1    96    .    1.40
                                       ddt_Ac = ka*Ad - k*Ac
                1    120   .    1.32
                                       Cc = Ac/V                $OUTPUT
                                                                output = Cc
                                       $OUTPUT
                                       output = Cc
MLXTRAN for PK model
Example 1: oral administration, 1cpt, first order absorption


 PK model            The data                 MLXTRAN                 MLXTRAN
                                              Full ODE              Built-in functions



                ID   TIME AMT   CONC   $INPUT                   $INPUT
                1    0    100    .     psi = {ka, V, Cl}
                1    0.5   .    0.15
                                                                psi = {ka, V, Cl}
                1    2     .    0.71
                1    3     .    0.97   $PK                      $PK
                1    6     .    1.77   compartment(amount=Ad)   Cc = pkmodel(ka, V, Cl)
                1    12    .    3.64   iv(dpt=1, cmt=1)
                1    24    .    4.09
                1    36    .    3.36                            $OUTPUT
                1    48    .    2.83   $EQUATION                output = Cc
                1    72    .    2.18   ddt_Ad = - ka*Ad
                1    96    .    1.40
                                       ddt_Ac = ka*Ad - k*Ac
                1    120   .    1.32
                                       Cc = Ac/V

                                       $OUTPUT
                                       output = Cc
MLXTRAN for PK model
Example 2: oral 1cpt, sequential zero order – first order absorptions


 PK model            The data                         MLXTRAN
                                                    Built-in functions


                                        $INPUT
                ID   TIME AMT   CONC    psi = {Fr, Tk0, ka, V, Cl}
                1    0    100    .
                1    0.5   .    0.15
                1    2     .    0.71
                1    3     .    0.97
                                        $PK
                1    6     .    1.77    compartment(amount=Ac)
                1    12    .    3.64
                1    24    .    4.09    absorption(Tk0, p=Fr)
                1    36    .    3.36    absorption(ka, Tlag=Tk0, p=1-Fr)
                1    48    .    2.83
                1    72    .    2.18    elimination(k=Cl/V)
                1    96    .    1.40
                1    120   .    1.32
                                        Cc = Ac/V



                                        $OUTPUT
                                        output = Cc
MLXTRAN for PK model
Example 3: IV bolus 2cpt, Michaelis Menten elimination


       PK model                    MLXTRAN
                                 Built-in functions


                        $INPUT
                        psi = {k12, k21, V, Vm, Km}

                        $PK
                        compartment(cmt=1, amount=Ac)
                        iv(dpt=1, cmt=1)
                        peripheral(k12, k21)
                        elimination(cmt=1, Vm, Km)
                        Cc = Ac/V



                        $OUTPUT
                        output = Cc
MLXTRAN for PK model
Example 3: IV bolus 2cpt, Michaelis Menten elimination


       PK model                    MLXTRAN                            MLXTRAN
                                 Built-in functions           Mixed ODE/Built-in functions

                                                        $INPUT
                        $INPUT
                                                        psi = {k12, k21, V, Vm, Km}
                        psi = {k12, k21, V, Vm, Km}

                                                        $PK
                        $PK
                                                        compartment(cmt=1, amount=Ac)
                        compartment(cmt=1, amount=Ac)
                                                        iv(dpt=1, cmt=1)
                        iv(dpt=1, cmt=1)
                                                        peripheral(k12, k21)
                        peripheral(k12, k21)
                        elimination(cmt=1, Vm, Km)
                                                        $EQUATION
                        Cc = Ac/V
                                                        ddt_Ac = -Vm*Ac/(V*Km + Ac)
                                                        Cc = Ac/V

                        $OUTPUT                         $OUTPUT
                        output = Cc                     output = Cc
MLXTRAN for PK model
Example 3: IV bolus 2cpt, Michaelis Menten elimination


       PK model                   MLXTRAN                              MLXTRAN
                                Built-in functions             Mixed ODE/Built-in functions


                        $INPUT                           $INPUT
                        psi = {k12, k21, V, Vm, Km}      psi = {k12, k21, V, Vm, Km}


                        $PK                                $PK
                        Cc = pkmodel(k12 , k21, V, Vm, Km) compartment(cmt=1, amount=Ac)
                                                           iv(dpt=1, cmt=1)
                                                           peripheral(k12, k21)
                        $OUTPUT
                        output = Cc                      $EQUATION
                                                         ddt_Ac = -Vm*Ac/(V*Km + Ac)
                                                         Cc = Ac/V

                                                         $OUTPUT
                                                         output = Cc
MLXTRAN for PK model
Example 4: multiple administrations & multiple compartments


           PK model
MLXTRAN for PK model
Example 4: multiple administrations & multiple compartments


           PK model




    ID   TIME   AMT   CONC   DPT
    1    0      2     .      3
    1    0.5    0     229    .
    1    1      0     142    .
    1    4      0     17.5   .
    1    6      7     .      1
    1    6.5    0     8.1    .
    1    7      0     192    .
    1    9      0     189    .
    1    12     7     .      2
    1    13     0     50     .
    1    15     0     201    .
MLXTRAN for PK model
Example 4: multiple administrations & multiple compartments


           PK model                                           MCL
                                                        Built-in functions

                                       $INPUT
                                       psi = {Tk01, F1, Tk02, F2, kl, k, V, Vm, Km}
                                       $PK
                                       compartment(cmt=1, amount=Al)
                                       compartment(cmt=2, amount=Ac)
                                       absorption(dpt=1 , cmt=1 , Tk0=Tk01 , p=F1)
                                       absorption(dpt=2 , cmt=2 , Tk0=Tk02 , p=F2)
    ID   TIME   AMT   CONC   DPT
    1    0      2     .      3         absorption(dpt=3 , cmt=2 )
    1    0.5    0     229    .         elimination(cmt=1, k)
    1    1      0     142    .
    1    4      0     17.5   .         elimination(cmt=2, Vm, Km)
    1    6      7     .      1         transfer(from=1, to=2, kt=kl)
    1    6.5    0     8.1    .
    1    7      0     192    .         Cc=Ac/V
    1    9      0     189    .
    1    12     7     .      2
    1    13     0     50     .         $OUTPUT
    1    15     0     201    .
                                       output = Cc
Some new features in MONOLIX 4

   New graphics
   New MLXTRAN
       complex PK models
       full project programming
       (repeated) time-to-event models
   Workflows
   Convergence assessment
   Batch mode and scripts
Full MLXTRAN for PK/PD model



         Model Coding Language
$DATA
  path="%MLXPROJECT%/",
  file="warfarin_data.txt",
  headers={ID, TIME, DOSE, Y, YTYPE, COV, SEX},

$VARIABLE
 wt,
 lwt = log(wt/70) [use=cov]
 sex [use=cov, type=cat]

$INDIVIDUAL
 default={distribution=logNormal, iiv=yes},
  Tlag, ka, V={covariate=lwt}, Cl,
  Imax={distribution=logitNormal, iiv=no}, C50, Rin, kout

$STRUCTURAL_MODEL
  file="mlxt:turnover2_mlxt",
  path="%MLXPROJECT%/libraryMLXTRAN",
  output={Cc, E}

$OBSERVATIONS
  Concentration = {type=continuous, prediction=Cc, error=comb1},
  Effect = {type=continuous, prediction=E, error=constant}
Full MLXTRAN for PK/PD model



         Model Coding Language                                                 Task Execution Language
$DATA
  path="%MLXPROJECT%/",                                            $TASKS
  file="warfarin_data.txt",                                        globalSettings={
  headers={ID, TIME, DOSE, Y, YTYPE, COV, SEX},                      settingsAlgorithms="%MLXPROJECT%/pkpd_algo.xmlx" ,
                                                                     settingsGraphics="%MLXPROJECT%/pkpd_graphics.xmlx",
$VARIABLE                                                            resultFolder="%MLXPROJECT%/pkpd_project" },
 wt,
 lwt = log(wt/70) [use=cov]                                        estimatePopulationParameters(
 sex [use=cov, type=cat]                                             initialValues={
                                                                                 POP_V = 10,
$INDIVIDUAL                                                                      POP_Cl = 0.1,
 default={distribution=logNormal, iiv=yes},                                      POP_Imax = 0.5 }),
  Tlag, ka, V={covariate=lwt}, Cl,
  Imax={distribution=logitNormal, iiv=no}, C50, Rin, kout          estimateFisherInformationMatrix(
                                                                     method={ linearization} ),
$STRUCTURAL_MODEL
  file="mlxt:turnover2_mlxt",                                      estimateIndividualParameters(
  path="%MLXPROJECT%/libraryMLXTRAN",                                method={ conditionalMean, conditionalMode} ),
  output={Cc, E}
                                                                   estimateLogLikelihood(
$OBSERVATIONS                                                        method={linearization, importanceSampling} )
  Concentration = {type=continuous, prediction=Cc, error=comb1},
  Effect = {type=continuous, prediction=E, error=constant}
Some new features in MONOLIX 4

   New graphics
   New MLXTRAN
       complex PK models
       full project programming
       (repeated) time-to-event models
   Workflows
   Convergence assessment
   Batch mode and scripts
MLXTRAN for Time-To-Event model



              Example 1
     constant hazard model


$INPUT
psi = Hbase


$OBSERVATION
adverseEvent = {type=event, hazard=Hbase/365)

$OUTPUT
output = adverseEvent
MLXTRAN for Time-To-Event model



              Example 1                                     Example 2
     constant hazard model                            Joint PK-RTTE model


$INPUT                                          $INPUT
psi = Hbase                                     psi = {ka, V, Cl, gamma}

                                                $PK
$OBSERVATION                                    Cc = pkmodel(ka, V, Cl)
adverseEvent = {type=event, hazard=Hbase/365)
                                                $OBSERVATION
$OUTPUT                                         Hemorrhaging= {type=event, hazard=gamma*Cc)
output = adverseEvent
                                                $OUTPUT
                                                output = {Cc, Hemorrhaging}
Full MLXTRAN for joint PK-RTTE model



          Model Coding Language


$DATA
  path="%MLXPROJECT%/",
  file="pkrtte_data.txt",
  headers={ID,TIME,DOSE,Y,YTYPE,CENS},

$INDIVIDUAL
 default={ distribution = logNormal, iiv = yes },
  ka, V, Cl, gamma

$STRUCTURAL_MODEL
  file="mlxt:pkrtte_mlxt",
  path="%MLXPROJECT%/libraryMLXTRAN",
  output={Cc, Hemorrhaging }

$OBSERVATIONS
  Concentration = { type=continuous, prediction=Cc, error=comb1},
  Hemorrhaging = { type=event}
Full MLXTRAN for joint PK-RTTE model



          Model Coding Language                                                Task Execution Language


$DATA                                                               $TASKS
  path="%MLXPROJECT%/",                                             globalSettings={
  file="pkrtte_data.txt",                                             settingsAlgorithms="%MLXPROJECT%/pkrtte_algo.xmlx" ,
  headers={ID,TIME,DOSE,Y,YTYPE,CENS},                                settingsGraphics="%MLXPROJECT%/pkrtte_graphics.xmlx",
                                                                      resultFolder="%MLXPROJECT%/pkrtte_project" },
$INDIVIDUAL
 default={ distribution = logNormal, iiv = yes },                   estimatePopulationParameters(
  ka, V, Cl, gamma                                                    initialValues={
                                                                                  POP_ka = 1,
$STRUCTURAL_MODEL                                                                 POP_V = 10,
  file="mlxt:pkrtte_mlxt",                                                        POP_Cl = 0.1,
  path="%MLXPROJECT%/libraryMLXTRAN",                                             POP_gamma = 0.005 }),
  output={Cc, Hemorrhaging }
                                                                    estimateFisherInformationMatrix(
$OBSERVATIONS                                                         method={ stochasticApproximation} ),
  Concentration = { type=continuous, prediction=Cc, error=comb1},
  Hemorrhaging = { type=event}                                      estimateIndividualParameters(
                                                                      method={ conditionalMode } ),
Some new features in MONOLIX 4

   New graphics
   New MLXTRAN
       full project programming
       complex PK models
       (repeated) time-to-event models
   Workflows
   Convergence assessment
   Batch mode and scripts
Some new features in MONOLIX 4

   New graphics
   New MLXTRAN
       full project programming
       complex PK models
       (repeated) time-to-event models
   Workflows
   Convergence assessment
   Batch mode and scripts
Some new features in MONOLIX 4

   New graphics
   New MLXTRAN
       full project programming
       complex PK models
       (repeated) time-to-event models
   Workflows
   Convergence assessment
   Batch mode and scripts
Monolix Batch Modes
Running a single Monolix project through a shell with a simple command line



 Using the Standalone version of Monolix


 Under linux                                               Under windows

 monolix.sh –nowin –p myproject.mlxtran –f run             monolix.bat –nowin –p myproject.mlxtran –f run




 Using the Matlab Version of Monolix

 matlab –wait –nosplash –nodesktop –r “monolix(„-nowin‟,‟-p‟,‟myproject.mlxtran‟,‟-f‟,‟run‟,‟-destroy‟),exit”
Monolix Batch Modes
                         Use PSMLX as a command line helper


Help user to run Monolix on numerous projects stored into a directory

 perl toolsRunner.pl –tool=execute –config=myconfig.ini –input-directories=/home/gandalf/myprojects_dir/



                         ; myconfig.ini
                         [path]
                         ; matlab path
                         matlab=/opt/matlab
                         ; monolix path
                         monolix=/opt/Monolix-4.1.0-matlab2009a-linux64/matlab/

                         [monolix]
                         ; monolix version (here we do not use standalone)
                         standalone=false

                         [program-generic-options]
                         ; number of instances of monolix run in same time
                         thread=4

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Monolix4 monolix day2011

  • 1. MONOLIX DAY December 12th, 2011 La Maison de la Recherche, Paris
  • 2. Schedule  9.15: MONOLIX 4: presentation & demos, Marc Lavielle (Inria, POPIX)  10.15: Lixoft, status & future plans, Jérôme Kalifa (Lixoft)  10.45: Pause  11.00: New challenges for MONOLIX 1. An overview of POPIX and DDMoRe activities, Marc Lavielle (Inria, POPIX) 2. New challenges in oncology, Benjamin Ribba (Inria, NUMED)  12.15: Buffet  13.45: MONOLIX Guidance Committee meeting  16.30: End of the MONOLIX Day
  • 3. Some new features in MONOLIX 4  New graphics  New MLXTRAN  full project programming  complex PK models  (repeated) time-to-event models  Workflows  Convergence assessment  Batch mode and scripts
  • 4. Some new features in MONOLIX 4  New graphics  New MLXTRAN  full project programming  complex PK models  (repeated) time-to-event models  Workflows  Convergence assessment  Batch mode and scripts
  • 5. Some new features in MONOLIX 4  New graphics  New MLXTRAN  complex PK models  full project programming  (repeated) time-to-event models  Workflows  Convergence assessment  Batch mode and scripts
  • 6. MLXTRAN for PK model Example 1: oral administration, 1cpt, first order absorption PK model The data ID TIME AMT CONC 1 0 100 . 1 0.5 . 0.15 1 2 . 0.71 1 3 . 0.97 1 6 . 1.77 1 12 . 3.64 1 24 . 4.09 1 36 . 3.36 1 48 . 2.83 1 72 . 2.18 1 96 . 1.40 1 120 . 1.32
  • 7. MLXTRAN for PK model Example 1: oral administration, 1cpt, first order absorption PK model The data MLXTRAN Full ODE ID TIME AMT CONC $INPUT 1 0 100 . psi = {ka, V, Cl} 1 0.5 . 0.15 1 2 . 0.71 1 3 . 0.97 $PK 1 6 . 1.77 compartment(amount=Ad) 1 12 . 3.64 iv(dpt=1, cmt=1) 1 24 . 4.09 1 36 . 3.36 1 48 . 2.83 $EQUATION 1 72 . 2.18 ddt_Ad = - ka*Ad 1 96 . 1.40 ddt_Ac = ka*Ad - k*Ac 1 120 . 1.32 Cc = Ac/V $OUTPUT output = Cc
  • 8. MLXTRAN for PK model Example 1: oral administration, 1cpt, first order absorption PK model The data MLXTRAN MLXTRAN Full ODE Built-in functions ID TIME AMT CONC $INPUT $INPUT 1 0 100 . psi = {ka, V, Cl} 1 0.5 . 0.15 psi = {ka, V, Cl} 1 2 . 0.71 1 3 . 0.97 $PK $PK 1 6 . 1.77 compartment(amount=Ad) compartment(amount=Ac) 1 12 . 3.64 iv(dpt=1, cmt=1) 1 24 . 4.09 absorption(ka) 1 36 . 3.36 elimination(k=Cl/V) 1 48 . 2.83 $EQUATION Cc = Ac/V 1 72 . 2.18 ddt_Ad = - ka*Ad 1 96 . 1.40 ddt_Ac = ka*Ad - k*Ac 1 120 . 1.32 Cc = Ac/V $OUTPUT output = Cc $OUTPUT output = Cc
  • 9. MLXTRAN for PK model Example 1: oral administration, 1cpt, first order absorption PK model The data MLXTRAN MLXTRAN Full ODE Built-in functions ID TIME AMT CONC $INPUT $INPUT 1 0 100 . psi = {ka, V, Cl} 1 0.5 . 0.15 psi = {ka, V, Cl} 1 2 . 0.71 1 3 . 0.97 $PK $PK 1 6 . 1.77 compartment(amount=Ad) Cc = pkmodel(ka, V, Cl) 1 12 . 3.64 iv(dpt=1, cmt=1) 1 24 . 4.09 1 36 . 3.36 $OUTPUT 1 48 . 2.83 $EQUATION output = Cc 1 72 . 2.18 ddt_Ad = - ka*Ad 1 96 . 1.40 ddt_Ac = ka*Ad - k*Ac 1 120 . 1.32 Cc = Ac/V $OUTPUT output = Cc
  • 10. MLXTRAN for PK model Example 2: oral 1cpt, sequential zero order – first order absorptions PK model The data MLXTRAN Built-in functions $INPUT ID TIME AMT CONC psi = {Fr, Tk0, ka, V, Cl} 1 0 100 . 1 0.5 . 0.15 1 2 . 0.71 1 3 . 0.97 $PK 1 6 . 1.77 compartment(amount=Ac) 1 12 . 3.64 1 24 . 4.09 absorption(Tk0, p=Fr) 1 36 . 3.36 absorption(ka, Tlag=Tk0, p=1-Fr) 1 48 . 2.83 1 72 . 2.18 elimination(k=Cl/V) 1 96 . 1.40 1 120 . 1.32 Cc = Ac/V $OUTPUT output = Cc
  • 11. MLXTRAN for PK model Example 3: IV bolus 2cpt, Michaelis Menten elimination PK model MLXTRAN Built-in functions $INPUT psi = {k12, k21, V, Vm, Km} $PK compartment(cmt=1, amount=Ac) iv(dpt=1, cmt=1) peripheral(k12, k21) elimination(cmt=1, Vm, Km) Cc = Ac/V $OUTPUT output = Cc
  • 12. MLXTRAN for PK model Example 3: IV bolus 2cpt, Michaelis Menten elimination PK model MLXTRAN MLXTRAN Built-in functions Mixed ODE/Built-in functions $INPUT $INPUT psi = {k12, k21, V, Vm, Km} psi = {k12, k21, V, Vm, Km} $PK $PK compartment(cmt=1, amount=Ac) compartment(cmt=1, amount=Ac) iv(dpt=1, cmt=1) iv(dpt=1, cmt=1) peripheral(k12, k21) peripheral(k12, k21) elimination(cmt=1, Vm, Km) $EQUATION Cc = Ac/V ddt_Ac = -Vm*Ac/(V*Km + Ac) Cc = Ac/V $OUTPUT $OUTPUT output = Cc output = Cc
  • 13. MLXTRAN for PK model Example 3: IV bolus 2cpt, Michaelis Menten elimination PK model MLXTRAN MLXTRAN Built-in functions Mixed ODE/Built-in functions $INPUT $INPUT psi = {k12, k21, V, Vm, Km} psi = {k12, k21, V, Vm, Km} $PK $PK Cc = pkmodel(k12 , k21, V, Vm, Km) compartment(cmt=1, amount=Ac) iv(dpt=1, cmt=1) peripheral(k12, k21) $OUTPUT output = Cc $EQUATION ddt_Ac = -Vm*Ac/(V*Km + Ac) Cc = Ac/V $OUTPUT output = Cc
  • 14. MLXTRAN for PK model Example 4: multiple administrations & multiple compartments PK model
  • 15. MLXTRAN for PK model Example 4: multiple administrations & multiple compartments PK model ID TIME AMT CONC DPT 1 0 2 . 3 1 0.5 0 229 . 1 1 0 142 . 1 4 0 17.5 . 1 6 7 . 1 1 6.5 0 8.1 . 1 7 0 192 . 1 9 0 189 . 1 12 7 . 2 1 13 0 50 . 1 15 0 201 .
  • 16. MLXTRAN for PK model Example 4: multiple administrations & multiple compartments PK model MCL Built-in functions $INPUT psi = {Tk01, F1, Tk02, F2, kl, k, V, Vm, Km} $PK compartment(cmt=1, amount=Al) compartment(cmt=2, amount=Ac) absorption(dpt=1 , cmt=1 , Tk0=Tk01 , p=F1) absorption(dpt=2 , cmt=2 , Tk0=Tk02 , p=F2) ID TIME AMT CONC DPT 1 0 2 . 3 absorption(dpt=3 , cmt=2 ) 1 0.5 0 229 . elimination(cmt=1, k) 1 1 0 142 . 1 4 0 17.5 . elimination(cmt=2, Vm, Km) 1 6 7 . 1 transfer(from=1, to=2, kt=kl) 1 6.5 0 8.1 . 1 7 0 192 . Cc=Ac/V 1 9 0 189 . 1 12 7 . 2 1 13 0 50 . $OUTPUT 1 15 0 201 . output = Cc
  • 17. Some new features in MONOLIX 4  New graphics  New MLXTRAN  complex PK models  full project programming  (repeated) time-to-event models  Workflows  Convergence assessment  Batch mode and scripts
  • 18. Full MLXTRAN for PK/PD model Model Coding Language $DATA path="%MLXPROJECT%/", file="warfarin_data.txt", headers={ID, TIME, DOSE, Y, YTYPE, COV, SEX}, $VARIABLE wt, lwt = log(wt/70) [use=cov] sex [use=cov, type=cat] $INDIVIDUAL default={distribution=logNormal, iiv=yes}, Tlag, ka, V={covariate=lwt}, Cl, Imax={distribution=logitNormal, iiv=no}, C50, Rin, kout $STRUCTURAL_MODEL file="mlxt:turnover2_mlxt", path="%MLXPROJECT%/libraryMLXTRAN", output={Cc, E} $OBSERVATIONS Concentration = {type=continuous, prediction=Cc, error=comb1}, Effect = {type=continuous, prediction=E, error=constant}
  • 19. Full MLXTRAN for PK/PD model Model Coding Language Task Execution Language $DATA path="%MLXPROJECT%/", $TASKS file="warfarin_data.txt", globalSettings={ headers={ID, TIME, DOSE, Y, YTYPE, COV, SEX}, settingsAlgorithms="%MLXPROJECT%/pkpd_algo.xmlx" , settingsGraphics="%MLXPROJECT%/pkpd_graphics.xmlx", $VARIABLE resultFolder="%MLXPROJECT%/pkpd_project" }, wt, lwt = log(wt/70) [use=cov] estimatePopulationParameters( sex [use=cov, type=cat] initialValues={ POP_V = 10, $INDIVIDUAL POP_Cl = 0.1, default={distribution=logNormal, iiv=yes}, POP_Imax = 0.5 }), Tlag, ka, V={covariate=lwt}, Cl, Imax={distribution=logitNormal, iiv=no}, C50, Rin, kout estimateFisherInformationMatrix( method={ linearization} ), $STRUCTURAL_MODEL file="mlxt:turnover2_mlxt", estimateIndividualParameters( path="%MLXPROJECT%/libraryMLXTRAN", method={ conditionalMean, conditionalMode} ), output={Cc, E} estimateLogLikelihood( $OBSERVATIONS method={linearization, importanceSampling} ) Concentration = {type=continuous, prediction=Cc, error=comb1}, Effect = {type=continuous, prediction=E, error=constant}
  • 20. Some new features in MONOLIX 4  New graphics  New MLXTRAN  complex PK models  full project programming  (repeated) time-to-event models  Workflows  Convergence assessment  Batch mode and scripts
  • 21. MLXTRAN for Time-To-Event model Example 1 constant hazard model $INPUT psi = Hbase $OBSERVATION adverseEvent = {type=event, hazard=Hbase/365) $OUTPUT output = adverseEvent
  • 22. MLXTRAN for Time-To-Event model Example 1 Example 2 constant hazard model Joint PK-RTTE model $INPUT $INPUT psi = Hbase psi = {ka, V, Cl, gamma} $PK $OBSERVATION Cc = pkmodel(ka, V, Cl) adverseEvent = {type=event, hazard=Hbase/365) $OBSERVATION $OUTPUT Hemorrhaging= {type=event, hazard=gamma*Cc) output = adverseEvent $OUTPUT output = {Cc, Hemorrhaging}
  • 23. Full MLXTRAN for joint PK-RTTE model Model Coding Language $DATA path="%MLXPROJECT%/", file="pkrtte_data.txt", headers={ID,TIME,DOSE,Y,YTYPE,CENS}, $INDIVIDUAL default={ distribution = logNormal, iiv = yes }, ka, V, Cl, gamma $STRUCTURAL_MODEL file="mlxt:pkrtte_mlxt", path="%MLXPROJECT%/libraryMLXTRAN", output={Cc, Hemorrhaging } $OBSERVATIONS Concentration = { type=continuous, prediction=Cc, error=comb1}, Hemorrhaging = { type=event}
  • 24. Full MLXTRAN for joint PK-RTTE model Model Coding Language Task Execution Language $DATA $TASKS path="%MLXPROJECT%/", globalSettings={ file="pkrtte_data.txt", settingsAlgorithms="%MLXPROJECT%/pkrtte_algo.xmlx" , headers={ID,TIME,DOSE,Y,YTYPE,CENS}, settingsGraphics="%MLXPROJECT%/pkrtte_graphics.xmlx", resultFolder="%MLXPROJECT%/pkrtte_project" }, $INDIVIDUAL default={ distribution = logNormal, iiv = yes }, estimatePopulationParameters( ka, V, Cl, gamma initialValues={ POP_ka = 1, $STRUCTURAL_MODEL POP_V = 10, file="mlxt:pkrtte_mlxt", POP_Cl = 0.1, path="%MLXPROJECT%/libraryMLXTRAN", POP_gamma = 0.005 }), output={Cc, Hemorrhaging } estimateFisherInformationMatrix( $OBSERVATIONS method={ stochasticApproximation} ), Concentration = { type=continuous, prediction=Cc, error=comb1}, Hemorrhaging = { type=event} estimateIndividualParameters( method={ conditionalMode } ),
  • 25. Some new features in MONOLIX 4  New graphics  New MLXTRAN  full project programming  complex PK models  (repeated) time-to-event models  Workflows  Convergence assessment  Batch mode and scripts
  • 26. Some new features in MONOLIX 4  New graphics  New MLXTRAN  full project programming  complex PK models  (repeated) time-to-event models  Workflows  Convergence assessment  Batch mode and scripts
  • 27. Some new features in MONOLIX 4  New graphics  New MLXTRAN  full project programming  complex PK models  (repeated) time-to-event models  Workflows  Convergence assessment  Batch mode and scripts
  • 28. Monolix Batch Modes Running a single Monolix project through a shell with a simple command line Using the Standalone version of Monolix Under linux Under windows monolix.sh –nowin –p myproject.mlxtran –f run monolix.bat –nowin –p myproject.mlxtran –f run Using the Matlab Version of Monolix matlab –wait –nosplash –nodesktop –r “monolix(„-nowin‟,‟-p‟,‟myproject.mlxtran‟,‟-f‟,‟run‟,‟-destroy‟),exit”
  • 29. Monolix Batch Modes Use PSMLX as a command line helper Help user to run Monolix on numerous projects stored into a directory perl toolsRunner.pl –tool=execute –config=myconfig.ini –input-directories=/home/gandalf/myprojects_dir/ ; myconfig.ini [path] ; matlab path matlab=/opt/matlab ; monolix path monolix=/opt/Monolix-4.1.0-matlab2009a-linux64/matlab/ [monolix] ; monolix version (here we do not use standalone) standalone=false [program-generic-options] ; number of instances of monolix run in same time thread=4