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dy/dt = y and dy/dt = y*ln(k/y), : - Coggle Diagram
dy/dt = y
and
dy/dt = y*ln(k/y)
Nonlinear equations
dN/dt = r
N
ln(k/N)
Gompertz-model
dy/dx + p(x)y = Q(x)y^(n)
Bernoulli equation
Linear equations
dV/dt = λV
Tumors growth base equation
dp(t)/dt = ap(t)
population model base equation
Applications
Medicine
Gompertz-model:
growth of tumors
Cancer cells development
Biology, Chemistry, Engineer
Mixing problems
Physics
Orthogonal Trajectories
Geography
Population models
logarithmic equations
It tends to have more accentuated growth regions and growth regions tending to zero
Asymptotes
Time dependent equations
data predictions
growth
decay
oscillations
:
