Examples of 'discrete and continuous' in a sentence

Meaning of "discrete and continuous"

discrete and continuous: Terms used in mathematics and statistics to describe different types of data. Discrete data can only take specific values, while continuous data can take any value within a given range

How to use "discrete and continuous" in a sentence

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discrete and continuous
Examples of discrete and continuous random variables.
Electric fields for different charge distributions discrete and continuous.
Both discrete and continuous case are studied.
Which are divided into discrete and continuous.
Discrete and continuous games.
Markov chains in discrete and continuous time.
Discrete and continuous models.
Enumerate important discrete and continuous distributions.
Discrete and continuous random variables and basic distributions.
Applications of discrete and continuous distributions.
Discrete and continuous subsystems.
It is used for both discrete and continuous variables.
The two basic types of probability distributions are known as discrete and continuous.
Describe and apply the discrete and continuous distributions of probability.
Describe the concepts of stochastic processes in discrete and continuous time.

See also

Discrete and continuous random variables and distributions and their applications in engineering.
O involving the assembly of both discrete and continuous layers.
It can also mix discrete and continuous elements to build asymmetric hybrid models.
Weight functions can be employed in both discrete and continuous settings.
Something, discrete and continuous random variables, and simple linear regression.
Understand and properly handle discrete and continuous random variables.
There are two classes of dynamical systems relevant to this thesis, discrete and continuous.
Reminder of the basic principles of discrete and continuous descriptive statistics.
Discrete and continuous random variables… "and simple linear regression.
The efficient algorithms are proposed for discrete and continuous robots.
By and large, both discrete and continuous variable can be qualitative and quantitative.
Quantitative data further divides into discrete and continuous data.
In general, both the discrete and continuous variables can be qualitative and quantitative.
Simulation models may be mixed both with discrete and continuous.
These systems combine discrete and continuous behaviors, and are best modeled as hybrid systems hs.
Of particular interest is the connection between discrete and continuous forms of information.
Measurement of discrete and continuous neutron flux of continuous and pulsed sources, explosive and non-explosive ; 2.
The constructed models describe both discrete and continuous vehicular traffic.
We characterize discrete and continuous time strictly stationary processes by AR(1) and Langevin equations, respectively.
This substantially unifies the treatment of discrete and continuous probability distributions.
The two main sorts of probability distributions are called discrete and continuous.
The difference between the results for discrete and continuous variables may surprise many readers.
It has applications in any field that requires simultaneous modelling of discrete and continuous data.
Martingales in discrete and continuous time . Markov processes.
The notion of a hybrid system is centered around a composition of discrete and continuous behaviors.
For additional information on discrete and continuous data, see Discrete and continuous data.
Hybrid systems are complex dynamical systems that combine discrete and continuous components.
Algorithms to solve unconstrained and constrained discrete and continuous optimization problems.
If random variable X { \ displaystyle X } has a distribution which is a mixture of discrete and continuous part.
New approaches for modeling and estimation of discrete and continuous time stationary processes.
Scheduler models present a linear timeline that integrates both discrete and continuous media.
Information sources, discrete and continuous.
This paper proves a new representation theorem for domains with both discrete and continuous variables.
Then, concepts of probability distributions for discrete and continuous random variables are defined.
There are two levels of analysis we can go into, discrete and continuous.

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Examples of using Discrete
Not a very discrete location for a gathering
The intervention proceeded in three discrete phases
Discrete metric data result from counting
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Examples of using Continuous
Press to activate the continuous dehumidifying operation
Continuous collection and output of process data
Intensive and continuous use of the bike at
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