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A new mathematical model just predicted global population will peak this decade and crash by 2064 — one nonlinear equation fitted to 12,000 years of human numb…
In 1960, three scientists published a paper in Science that calculated, with deliberate provocation, that the human ...
Nonlinear elliptic and parabolic partial differential equations (PDEs) constitute a cornerstone of modern analysis, modelling a wide variety of steady-state and time-evolution phenomena in physics, ...
Nonlinear differential equations form the backbone of models in physics, biology, geometry and engineering. Their analysis seeks to determine existence, uniqueness and regularity of solutions under ...
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