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• equation: ecuación mostrada.
• equation: displayed equation.

by rearranging this equation , it is
by rearranging this equation , it is

"numerical solutions of the lamm equation.
"numerical solutions of the lamm equation.

let us consider the heat equation for one space variable.
let us consider the heat equation for one space variable.

lagrangian diffusion equation and its application to oceanic dispersion.
lagrangian diffusion equation and its application to oceanic dispersion.

copiar respuesta en el portapapeleshelp text for the chemical equation solver
copy answer to clipboardhelp text for the chemical equation solver

the heat equation is the prototypical example of a parabolic partial differential equation.
the heat equation is the prototypical example of a parabolic partial differential equation.

an equation to describe dose responses where there is stimulation of growth at low doses.
an equation to describe dose responses where there is stimulation of growth at low doses.

le projet equation améliorera les instruments, en fera la démonstration, et diffusera les résultats.
the equation project will enhance and demonstrate the tools and disseminate the results.

bedbur e., (1996), 'anomalies in the freundlich equation', proc.
bedbur e., (1996) ‘anomalies in the freundlich equation’, proc.

), the infological equation: essays in honor of börje langefors, (pp.
), the infological equation: essays in honor of börje langefors, (pp.

* cylindrical korteweg–de vries equation at eqworld: the world of mathematical equations.
* modified korteweg–de vries equation at eqworld: the world of mathematical equations.

detailed work has produced a large body of plausible conjectures, for example about the exact type of functional equation that should apply.
detailed work has produced a large body of plausible conjectures, for example about the exact type of functional equation that should apply.

"development of the bélanger equation and backwater equation by jean-baptiste bélanger (1828).
"development of the bélanger equation and backwater equation by jean-baptiste bélanger (1828).

"structural equation modeling: present and future : a festschrift in honor of karl jöreskog".
"structural equation modeling: present and future : a festschrift in honor of karl jöreskog".

(en inglés)* nonlinear klein–gordon equation at eqworld: the world of mathematical equations.
* nonlinear klein–gordon equation at eqworld: the world of mathematical equations.

=== further applications ===the heat equation arises in the modeling of a number of phenomena and is often used in financial mathematics in the modeling of options.
=== further applications ===the heat equation arises in the modeling of a number of phenomena and is often used in financial mathematics in the modeling of options.

== fundamental solutions ==a fundamental solution is a solution of the heat equation corresponding to the initial condition of an initial point source of heat at a known position.
== fundamental solutions ==a fundamental solution, also called a "heat kernel", is a solution of the heat equation corresponding to the initial condition of an initial point source of heat at a known position.

"jean-baptiste charles joseph bÉlanger (1790-1874), the backwater equation and the bélanger equation.
"jean-baptiste charles joseph bÉlanger (1790-1874), the backwater equation and the bélanger equation.

== the physical problem and the equation =====derivation in one dimension===the heat equation is derived from fourier's law and conservation of energy .
== the physical problem and the equation =====derivation in one dimension===the heat equation is derived from fourier's law and conservation of energy .