Computations with differential equations, Toffoli claims, are:
The equation is an example of a partial differential equation of the second order.
Academia, and the power differential between student and teacher, are recurring themes in her fiction.
We study the sample complexity of learning threshold functions under the constraint of differential privacy.
Such an equation is called a differential equation, meaning an equation containing derivatives.
But latest figures analysed by the High Pay Centre show that by 2019 this differential had risen to 119:1.
Suppose that instead of selection and drift we use the expression ‘differential reproduction’ to cover both.
Instead of a single differential equation, the object of study may be a simultaneous system of such equations.
He wrote on standard mathematical topics, mainly differential equations, integration and the calculus of variations.
The most important categories are ordinary differential equations and partial differential equations.
Building simulators for cars, planes, and other vehicles requires solving differential-algebraic systems in real time.
Significantly differential genes were defined using a false discovery rate (FDR) of 10% and |log2 fold change| greater than zero.
It is important to recognize that discrimination, in the morally and socially relevant sense, is not simply differential treatment.
Frank McSherry, a differential-privacy researcher at Microsoft, says it is a bit like trying to listen to a million guitarists at once.
The solution of a differential equation is, in general, an equation expressing the functional dependence of one variable upon one or more others; it ordinarily contains constant terms that are not present in the original differential equation.
Stochastic Partial Differential Equations: Analysis and Computations publishes the highest quality articles, presenting significant new developments in the theory and applications at the crossroads of stochastic analysis, partial differential equations and scientific computing.
Variation of parameters, general method for finding a particular solution of a differential equation by replacing the constants in the solution of a related (homogeneous) equation by functions and determining these functions so that the original differential equation will be satisfied.
Because the equation involves partial derivatives, it is known as a partial differential equation—in contrast to the previously described differential equations, which, involving derivatives with respect to only one variable, are called ordinary differential equations.
More recently, Bouchard (2013) and Garson (2017) have developed more detailed accounts of derived function, respectively using “differential persistence” and “differential retention” within an organism’s lifespan to play the role that differential reproduction plays in direct natural selection accounts.
Partial differential equations are harder to solve than ordinary differential equations, but the partial differential equations associated with wave propagation and heat flow can be reduced to a system of ordinary differential equations through a process known as separation of variables.
- the result of mathematical differentiation; the instantaneous change of one quantity relative to another; df(x)/dx
- relating to or showing a difference
Example: differential treatment
- involving or containing one or more derivatives
Example: differential equation
- a quality that differentiates between similar things
- a bevel gear that permits rotation of two shafts at different speeds; used on the rear axle of automobiles to allow wheels to rotate at different speeds on curves
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