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...tial equations named after Euler|List of things named after Leonhard Euler#Equations}} ...rd Euler]]. It is given by:<ref>Ince, E. L. "L. 1944 Ordinary Differential Equations." 227.</ref> ...

...ier Corporation, 1962.</ref><ref>Ince, E. L. (1939). Ordinary Differential Equations, London (1927). Google Scholar.</ref> ...ion particular cases of [[Clairaut's equation]] since it reduces to a form of Clairaut's equation under condition as given below. ...

...Gelfand]].<ref>Gelfand, I. M. "Some problems in the theory of quasilinear equations." Amer. Math. Soc. Transl 29.2 (1963): 295–381. http://www.mathnet.ru/links ...ectricity around a glowing wire<ref>Richardson, Owen Willans. The emission of electricity from hot bodies. Longmans, Green and Company, 1921.</ref> and d ...

...title=Applications of Mathematics to Medical Problems |journal=Proceedings of the Edinburgh Mathematical Society |language=en |volume=44 |pages=98–130 |d ...ur=#F5FFFA}}where the population density <math>n(t,a)</math> is a function of age ''<math>a</math>'' and time ''<math>t</math>'', and <math>m(a)</math> i ...

{{short description|Curve traced by the crossing of two lines revolving about poles}} [[Image:Sectrix of Maclaurin.gif|thumb|right|250px|Sectrix of Maclaurin: example with {{math|1=''q''{{sub|0}} = ''PI''/2}} and {{math|1=' ...

The '''Landau kinetic equation''' is a transport equation of weakly coupled charged particles performing [[Coulomb collision|Coulomb col ...tes for the relativistic Landau equation, and applications|journal=Journal of Functional Analysis|volume=277|issue=4 |pages=1139–1201|doi=10.1016/j.jfa.2 ...

| education = [[University of Leningrad]] ...=Yu. V.|title=Hilbert's Seventh Problem|date=2006|work=Mathematical Events of the Twentieth Century|pages=269–282|editor-last=Bolibruch|editor-first=A. A ...

[[File:Thomas-Fermi equation.pdf|thumb|300x300px|Numerical solutions of the Thomas–Fermi equation]] ...>Davis, Harold Thayer. Introduction to nonlinear differential and integral equations. Courier Corporation, 1962.</ref><ref>Bender, Carl M., and Steven A. Orszag ...

...ake Kuranishi]</ref> was a Japanese mathematician who worked on [[Function of several complex variables|several complex variables]], [[partial differenti ...iversity]]. He became a professor at [[Columbia University]] in the summer of 1961.<ref name=BergmanPrize/> ...

...ngement]] of <math>n</math> lines, with no parallel lines and no crossings of more than two lines, has at least <math>n-2</math> triangular faces. Thus, ...bounded faces with exactly three sides count as triangles for the purposes of the theorem.{{r|grunbaum}} ...

...(the identity mentioned above) but not the second one, namely, the absence of gravitational force inside a shell.<ref>{{cite book | last1 = Markoutsakis ...2021 | title = The generalized Friedmann model as a self-similar solution of Vlasov–Poisson equation system| url = | journal = European Physical Journal ...

...ial dynamic programming''' ('''DDP''') is an [[optimal control]] algorithm of the [[trajectory optimization]] class. The algorithm was introduced in 196 | title = A second-order gradient method of optimizing non-linear discrete time systems ...

{{For|specific applications of Kepler's equation|Kepler's laws of planetary motion}} ...'''Kepler's equation''' relates various geometric properties of the orbit of a body subject to a [[central force]]. ...

...wo goods. The title "[[Robinson Crusoe]]" is a reference to the 1719 novel of the same name authored by [[Daniel Defoe]]. ...developing countries to embark upon a steady growth path using techniques of savings and investment.<ref name="barro"/> ...

...tonian]] fluid in [[laminar flow]] flowing through a long cylindrical pipe of constant cross section. ...and of the equilibrium and motion of elastic solids |journal=Transactions of the Cambridge Philosophical Society |volume=8 |pages=287–341}}</ref> ...

{{Short description|Fundamental physical law of electromagnetism}} ...duct of the magnitudes of charges and inversely proportional to the square of the distance between them. Like charges repel each other, and opposite char ...

...This account is intended as an introduction to the theory of [[connection (mathematics)|connections]]. ...ivative]]s and [[connection form]]s gave a more conceptual and uniform way of understanding curvature, allowing generalisations to higher-dimensional man ...

This is a '''list of notable Italian scientists''' organized by the era in which they were activ ...armenides]] (530&nbsp;BC–460&nbsp;BC), İtalian-Greek philosopher, defender of rationalism in philosophy ...