Examples of 'difference equations' in a sentence
Meaning of "difference equations"
Difference equations are mathematical equations that describe relationships between values of a sequence or discrete function. They involve the differences between consecutive terms of the sequence and can be used to model various phenomena, such as population growth, economic systems, and physical processes.
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- plural of difference equation
How to use "difference equations" in a sentence
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difference equations
On some classes of difference equations of infinite order.
The differential equations are approximated by difference equations.
On some rational difference equations of order eight.
Difference equations in the complex domain.
Discrete time is modelled using difference equations.
Discrete difference equations and cellular automata are also used.
These equations can be viewed as difference equations.
Linear difference equations.
The model is based on stochastic difference equations.
Summation equations relate to difference equations as integral equations relate to differential equations.
Such sequences are a special case of linear difference equations.
Time series models estimate difference equations containing stochastic components.
Dynamic models typically are represented by differential equations or difference equations.
The systems of difference equations.
On the problem on periodic solutions of one class of systems of difference equations.
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These and other difference equations are particularly suited to modeling univoltine populations.
We have formulated the model as differential and difference equations.
His main research interests are difference equations and discrete dynamical systems.
The prefilter and the compensator being implemented in discrete difference equations.
Differential difference equations are functional differential equations in which the argument values are discrete.
We introduce notions and methods of combinatorics including an introductory approach to difference equations.
The controlling unit is implemented vÃa discrete difference equations executed by a microcontroller and including.
Many questions and methods concerning differential equations have counterparts for difference equations.
The numerical values in the descrete difference equations are a function of the processor sampling rate.
Stable polynomials arise in control theory and in mathematical theory of differential and difference equations.
A q-analogue for difference equations has been proposed.
The z-transform can be used to solve difference equations.
Z-transform of difference equations and stability of a process.
The automatic clutch controller is preferably implemented in discrete difference equations executed by a digital microcontroller.
Difference equations may be determined for difference wave-shapes.
The study highlights one class of systems of nonlinear difference equations with the continuous argument.
Thus, difference equations may be more fundamental than differential ones.
For example, for a system of difference equations.
Our difference equations are:.
It gives a tractable way to solve linear, constant-coefficient difference equations.
Such chaotic difference equations may be one-dimensional or multi-dimensional.
In the preferred embodiment a microcontroller implements compensator 65 in discrete difference equations.
A system is described by a model of first-order difference equations involving orthogonal state variables.
This equation is called auxiliary equation, or characteristic equation of the difference equations.
The other is on difference equations ( " for the dynamic economist " ) and other functional equations.
These coefficients are employed in the discrete difference equations forming compensator 65.
This always involves a discretization of the differential equations involved, thus replacing them by difference equations.
The model uses ( discrete time ) difference equations to describe the population growth of host-parasite populations.
Some progress can be made by studying discrete-time models or difference equations.
Mathematically, the salvo equations can be thought of as difference equations or recurrence relations.
The structure of the low-pass filters used is based on the theory of difference equations.
The following is a derivation of the present fourth-order-product phase difference equations forming the computational algorithm.
The concept of force allows to implicitly link these variables in time, through difference equations.
In one implementation, pseudocode that implements the difference equations is,.
Functions defined on n-grids can also be studied with partial difference equations.
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There is a colossal difference between the two
The difference is you have been using my towels
But it made all the difference in my life
Examples of using Equations
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I will solve equations with my right hand
Equations and inequalities containing a variable on modulo
And those figures and equations are beautiful
