Hai cercato la traduzione di polar equations of circles youtube da Spagnolo a Inglese

the problem of the initial conditions and their physical meaning in linear differential equations of fractional order.
the problem of the initial conditions and their physical meaning in linear differential equations of fractional order.

"analytic parametric equations of log-aesthetic curves in terms of incomplete gamma functions".
"analytic parametric equations of log-aesthetic curves in terms of incomplete gamma functions".

tikhonov, a.a. samarskii, "equations of mathematical physics", dover publications, 1990.
tikhonov, a.a. samarskii, "equations of mathematical physics", dover publications, 1990.

* felix klein, "lectures on the icosahedron and the solution of equations of the fifth degree", trad.
* felix klein, "lectures on the icosahedron and the solution of equations of the fifth degree", trans.

* "the marxian equations of reproduction and modern economics", 1968, "social science information".
* "the marxian equations of reproduction and modern economics", 1968, "social science information".

in 1862 james clerk maxwell synthesized these and other observations, experiments and equations of electricity, magnetism and optics into a consistent theory, deriving maxwell's equations.
in 1862 james clerk maxwell synthesized these and other observations, experiments and equations of electricity, magnetism and optics into a consistent theory, deriving maxwell's equations.

* 1898, "note on the complete scheme of electrodynamic equations of a moving material medium, and electrostriction," "proceedings of the royal society".
* 1898, "note on the complete scheme of electrodynamic equations of a moving material medium, and electrostriction", "proceedings of the royal society".

"y" is nonsingular at "p" if "y" satisfies a jacobian condition: if "m" = (∂"fi"/∂"xj") is the matrix of partial derivatives of the defining equations of the variety, then the rank of the matrix found by evaluating "m" at "p" is "n" − dim "y".
"y" is nonsingular at "p" if "y" satisfies a jacobian condition: if "m" = (∂"fi"/∂"xj") is the matrix of partial derivatives of the defining equations of the variety, then the rank of the matrix found by evaluating "m" at "p" is "n" − dim "y".