# Model Mathematics

### Component: rate_constants

$k2=V2_⁢1-UbE+V2⁢UbEk6=V6_⁢1-UbE2+V6⁢UbE2kwee=Vw_⁢1-Wee1+Vw⁢Wee1k25=V25_⁢1-Cdc25+V25⁢Cdc25$

### Component: concentration_variables

$MPF=G2K+beta⁢PG2SPF=MPF+alpha⁢G1K$

### Component: G2K

$ddtimeG2K=k1+k25⁢PG2+k7r+k4⁢G2R-k2+kwee+k7⁢R⁢G2K$

### Component: R

$ddtimeR=k3+k7r+k2+k2_⁢G2R+PG2R+k8r+k6_⁢G1R-k4⁢R+k7⁢R⁢G2K+PG2+k8⁢R⁢G1K+kp⁢R⁢SPF⁢massKmp+R$

### Component: G1K

$ddtimeG1K=k5+k8r+k4⁢G1R-k6+k8⁢R⁢G1K$

### Component: G2R

$ddtimeG2R=k7⁢R⁢G2K-k7r+k4+k2+k2_⁢G2R$

### Component: IE

$ddtimeIE=ki⁢MPF⁢1-IEKmi+1-IE-kir⁢IEKmir+IE$

### Component: UbE2

$ddtimeUbE2=ku2⁢MPF⁢1-UbE2Kmu2+1-UbE2-kur2⁢UbE2Kmur2+UbE2$

### Component: Wee1

$ddtimeWee1=kwr⁢1-Wee1Kmwr+1-Wee1-kw⁢MPF⁢Wee1Kmw+Wee1$

### Component: PG2

$ddtimePG2=kwee⁢G2K+k7r+k4⁢PG2R-k25+k2+k7⁢R⁢PG2$

### Component: G1R

$ddtimeG1R=k8⁢R⁢G1K-k8r+k4+k6_⁢G1R$

### Component: PG2R

$ddtimePG2R=k7⁢R⁢PG2-k7r+k4+k2+k2_⁢PG2R$

### Component: UbE

$ddtimeUbE=ku⁢IE⁢1-UbEKmu+1-UbE-kur⁢UbEKmur+UbE$

### Component: mass

$ddtimemass=mu⁢mass$

### Component: Cdc25

$ddtimeCdc25=kc⁢MPF⁢1-Cdc25Kmc+1-Cdc25-kcr⁢Cdc25Kmcr+Cdc25$

### Component: Cig2_total

$Cig2_total=G1K+G1R$

### Component: Rum1_total

$Rum1_total=R+G1R+G2R+PG2R$

### Component: Cdc13_total

$Cdc13_total=G2K+G2R+PG2+PG2R$
Source
Derived from workspace Novak, Tyson, 1997 at changeset 3614b6d39b91.
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