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Such an equation is called an ordinary differential equation (ODE).
This equation is called the Curie Weiss law (after Curie and Pierre-Ernest Weiss, another French physicist).
The difference between the observed value of y and the value of y predicted by the estimated regression equation is called a residual.
Hence, the above equation is called the cubic functional equation.
The last equation is called the Rodrigues' rotation formula [27].
This equation is called as the Chapman Kolmogorov equation.
Hence, the above equation is called the quadratic functional equation.
The generalized equation is called variable-order time fractional advection diffusion equation (V-OTFA DE).
The generalized equation is called time-fractional variable order telegraph equation.
It is natural that this equation is called a quadratic functional equation.
It is natural that such an equation is called a quadratic functional equation.
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