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Table 1 Parameter Estimates of Codon-Substitution Evolutionary Models for MnCHS and MnSTS family

From: Evolutionary and functional analysis of mulberry type III polyketide synthases

Model

Proportion of sites

dN/dS ratios

Likelihood

lnL

P-value

Other specie sequence set

 Branch Model

  MnCHS

   

ωb = 0.07855

STS + CHSL + oCHS

ωf = 0.09698

MnCHS

 

−22140.77149

0.1418015

(MnCHS V.S M0)

  MnSTS

   

ωb = 0.07363

CHS + CHSL + oSTS

ωf = 0.16568

MnSTS

 

−22122.54872

5.192e-010

(MnSTS V.S M0)

  oCHS

   

ωb = 0.09719

STS + CHSL + MnCHS

ωf = 0.03729

oCHS

 

−22110.96154

3.886e-015

(oCHS V.S M0)

  oSTS

   

ωb = 0.07264

CHS + CHSL + MnSTS

ωf = 0.11261

oSTS

 

−22132.52527

1.570e-005

(oSTS V.S M0)

  MnCHS&MnSTS

   

ωb = 0.07079

CHSL + oCHS + oSTS

ωf = 0.09885

MnCHS

ωf = 0.16602

MnSTS

−22119.93911

3.595e-011

(MnCHS&MnSTS V.S M0)

3.652e-003

(MnCHS&MnSTS V.S MnCHS-MnSTS)

  MnCHS-MnSTS

   

ωb = 0.07047

CHSL + oCHS + oSTS

ωf = 0.13084

MnCHS-MnSTS

 

−22124.16361

2.721e-009 (MnCHS-MnSTS V.S M0)

  M0

   

ω0 = 0.08027

  

−22141.85065

 

 Clade Model C

  MnCHS&MnSTS

p0 = 0.51866

p1 = 0.01377

p2 = 0.46757

ω0b = 0.02173

CHSL + oCHS + oSTS

ω0f1 = 0.02173

MnCHS

ω0f2 = 0.02173

MnSTS

ω1b = 1.00000

CHSL + oCHS + oSTS

ω1f1 = 1.00000

MnCHS

ω1f2 = 1.00000

MnSTS

ω2b = 0.13114

CHSL + oCHS + oSTS

ω2f1 = 0.17857

MnCHS

ω2f2 = 0.28333

MnSTS

−21704.83735

1.321e-006

(MnCHS&MnSTS V.S M2a_rel)

  MnCHS&oCHS

p0 = 0.46637

p1 = 0.01890

p2 = 0.51473

ω0b = 0.02016

CHSL + STS

ω0f1 = 0.02016

MnCHS

ω0f2 = 0.02016

oCHS

ω1b = 1.00000

CHSL + STS

ω1f1 = 1.00000

MnCHS

ω1f2 = 1.00000

oCHS

ω2b = 0.16234

CHSL + STS

ω2f1 = 0.15212

MnCHS

ω2f2 = 0.06353

oCHS

−21695.89064

1.719E-10

  MnSTS&oSTS

p0 = 0.47783

p1 = 0.01786

p2 = 0.50430

ω0b = 0.01889

CHSL + CHS

ω0f1 = 0.01889

MnSTS

ω0f2 = 0.01889

oSTS

ω1b = 1.00000

CHSL + CHS

ω1f1 = 1.00000

MnSTS

ω1f2 = 1.00000

oSTS

ω2b = 0.11003

CHSL + CHS

ω2f1 = 0.26885

MnSTS

ω2f2 = 0.19651

oSTS

−21693.48253

1.547E-11

  M2a_rel

      

−21718.37459

 

 Branch Site Model

  MnCHS

p0 = 0.91716

p1 = 0.02414

p2a = 0.05719

p2b = 0.00151

ω0b = 0.07409

STS + CHSL + oCHS

ω0f = 0.05519

MnCHS

ω1b = 1.00000

STS + CHSL + oCHS

ω1f = 1.00000

MnCHS

ω2ab = 0.07409

STS + CHSL + oCHS

ω2bb,2af,2bf = 1

STS + CHSL + oCHS + MnCHS

−22057.84405

1

  MnCHS(NULL)

        

  MnSTS

p0 = 0.84795

p1 = 0.02220

p2a = 0.12654

p2b = 0.00331

ω0b = 0.07147

CHS + CHSL + oSTS

ω0f = 0.07147

MnSTS

ω1b = 1.00000

CHS + CHSL + oSTS

ω1f = 1.00000

MnSTS

ω2ab = 0.07147

CHS + CHSL + oSTS

ω2bb,2af,2bf = 1

CHS + CHSL + oSTS + MnSTS

−22040.53516

1

  MnSTS(NULL)

      

−22040.53516

 

Mulberry sequence set

 Branch Model

  MnCHS

   

ωb = 0.1264 background

ωf = 0.0689 MnCHS

 

−9890.922495

1.721E-05

(MnCHS V.S M0)

  MnSTS

   

ωb = 0.0775 background

ωf = 0.1630 MnSTS

 

−9888.008106

8.220E-07

(MnSTS V.S M0)

  MnCHS&MnSTS

   

ωb = 0.09237

MnPKS + MnCHSL

ωf = 0.07027

MnCHS

ωf = 0.16132

MnSTS

−9886.659146

2.032e-007

(MnCHS&MnSTS V.S M0)

2.290e-007

(MnCHS&MnSTS V.S MnCHS-MnSTS)

  MnCHS-MnSTS

   

ωb = 0.09240

MnPKS + MnCHSL

ωf = 0.10035

MnCHS-MnSTS

 

−9900.044736

0.630413825 (MnCHS-MnSTS V.S M0)

  M0

   

ω0 = 0.0982

  

−9900.160494

 

 Clade Model C

  MnCHS&MnSTS

p0 = 0.45899

p1 = 0.02581

p2 = 0.51519

ω0b = 0.02006

MnCHSL + MnPKS

ω0f1 = 0.02006

MnSTS

ω0f2 = 0.02006

MnCHS

ω1b = 1.00000

MnCHSL + MnPKS

ω1f1 = 1.00000

MnSTS

ω1f2 = 1.00000

MnCHS

ω2b = 0.13883

MnCHSL + MnPKS

ω2f1 = 0.28349

MnSTS

ω2f2 = 0.12011

MnCHS

−9734.263087

1.063e-005

(MnCHS&MnSTS V.S M2a_rel)

  M2a_rel

      

−9745.715191

 

 Branch Site Model

  MnCHS

p0 = 0.89947

p1 = 0.05549

p2a = 0.04242

p2b = 0.00262

ω0b = 0.07834 background

ω0f = 0.07834

MnCHS

ω1b = 1.00000 background

ω1f = 1.00000

MnCHS

ω2ab = 0.07834 background

ω2bb,2af,2bf = 1 background

MnCHS,MnCHS

−9829.594816

1 (MnCHS V.S MnCHS(NULL))

  MnCHS(NULL)

      

−9829.594816

 

  MnSTS

p0 = 0.81332

p1 = 0.04954

p2a = 0.12927

p2b = 0.00787

ω0b = 0.06667 background

ω0f = 0.06667

MnSTS

ω1b = 1.00000 background

ω1f = 1.00000

MnSTS

ω2ab = 0.06667 background

ω2bb,2af,2bf = 1 background

MnSTS,MnSTS

−9813.87732

1

(MnSTS V.S MnSTS(NULL))

  MnSTS(NULL)

      

−9813.87732

 

  MnCHS-A

p0 = 0.84861

p1 = 0.06802

p2a = 0.07719

p2b = 0.00619

ω0b = 0.05978

MnCHSL + MnSTS

ω0f = 0.05978

MnCHS-A

ω1b = 1.00000

MnCHSL + MnSTS

ω1f = 1.00000

MnCHS-A

ω2ab = 0.05978

MnCHSL + MnSTS

ω2bb = 1,

MnCHSL + MnSTS

ω2af,2bf = 999.00000

MnCHS-A,MnCHS-A

−8214.284472

3.626E-06

(MnCHS-A V.S MnCHS-A(NULL))

  MnCHS-A(NULL)

p0 = 0.83646

p1 = 0.06502

p2a = 0.09141

p2b = 0.00711

ω0b = 0.05774

MnCHSL + MnSTS

ω0f = 0.05774

MnCHS-A

ω1b = 1.00000

MnCHSL + MnSTS

ω1f = 1.00000

MnCHS-A

ω2ab = 0.05774

MnCHSL + MnSTS

ω2bb,2af,2bf = 1

MnCHSL + MnSTS,

MnCHS-A,MnCHS-A

−8225.011056

 

  MnSTS-A

p0 = 0.83361

p1 = 0.06959

p2a = 0.08934

p2b = 0.00746

ω0b = 0.05962

MnCHSL + MnCHS

ω0f = 0.05962

MnSTS-A

ω1b = 1.00000

MnCHSL + MnCHS

ω1f = 1.00000

MnSTS-A

ω2ab = 0.05962

MnCHSL + MnCHS

ω2bb = 1,

MnCHSL + MnCHS

ω2af,2bf = 210.99468

MnSTS-A,MnSTS-A

−8219.791085

3.684E-02

(MnSTS-A V.S MnSTS-A(NULL))

  MnSTS-A(NULL)

p0 = 0.81036

p1 = 0.06741

p2a = 0.11285

p2b = 0.00939

ω0b = 0.05731

MnCHSL + MnCHS

ω0f = 0.05731 MnSTS-A

ω1b = 1.00000

MnCHSL + MnCHS

ω1f = 1.00000

MnSTS-A

ω2ab = 0.05731

MnCHSL + MnCHS

ω2bb,2af,2bf = 1

MnCHSL + MnCHS,

MnSTS-A,MnSTS-A

−8221.968483

 
  1. The LTR tests are as follow: Branch Modle, One ratio Model 0 vs.Two ratio Model 2. Clade Modle C, M2a_rel vs. CmC. Branch Site Modle, Model A null (w is fixed as 1) vs. Model A. w = dN/dS. b = background; f = foreground; o = other; p0, p1, p2 = proportion of sites with dN/dS ratios = w0, w1, w2, respectively. lnL = ln of the likelihood; P-value = p-value of the likelihood ratio test