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Discrete and can
Discrete objects can often be enumerated by integers.
Discrete variables can take on either a finite or at most a countably infinite set of discrete values.
Discrete convective cells in the atmosphere can be seen as clouds, with stronger convection resulting in thunderstorms.
Discrete aurorae often display magnetic field lines or curtain-like structures, and can change within seconds or glow unchanging for hours, most often in fluorescent green.
* Discrete Fourier transform ( DFT ), occasionally called the finite Fourier transform, the Fourier transform of a discrete periodic sequence ( yielding discrete periodic frequencies ), which can also be thought of as the DTFT of a finite-length sequence evaluated at discrete frequencies
* Discrete probability distribution, a random variable that can be counted
Discrete groups can therefore be identified with their underlying ( non-topological ) groups.
Discrete signals may have several origins, but can usually be classified into one of two groups:
Discrete control functions can be represented by discrete levels of current sent over a loop.
Approximations of the Laplacian, obtained by the finite difference method or by the finite element method can also be called Discrete Laplacians.
Discrete signals, used in digital signal processing, can be obtained by sampling and quantization of continuous signals.
Discrete variables can have Dirichlet parents, and Poisson and exponential nodes must have gamma parents.
Various fuzzy membership generation algorithms can be used: Learning Vector Quantization ( LVQ ), Fuzzy Kohonen Partitioning ( FKP ) or Discrete Incremental Clustering ( DIC ).

Discrete and be
It should not be confused with Discrete geometry ( Combinatorial geometry ).
Discrete variable protocols were the first to be invented, and they remain the most widely implemented.
A special issue of Discrete Mathematics has been dedicated to the 150th birthday of Petersen, in which a very precise biography may be found.
The ORDVAC or Ordnance Discrete Variable Automatic Computer, an early computer built by the University of Illinois for the Ballistics Research Laboratory at Aberdeen Proving Ground, was based on the IAS architecture developed by John von Neumann, which came to be known as the von Neumann architecture.
Compatible Discrete 4 ( CD-4 ) or Quadradisc ( not to be confused with compact disc ) was introduced in May 1972 as a discrete quadraphonic system created by JVC and RCA.
Discrete tasks: an instrument or a sport, the performance level drops significantly but will be better than a new learner.
Let be the Discrete Fourier Transform ( DFT ) matrix, then
Oppen had begun working on poems for what was to be his first book, Discrete Series, a seminal work in early Objectivist history.
Discrete circuits of hundreds or thousands of transistors quickly expand to occupy hundreds or thousands of square centimeters of circuit board area, and for very high-speed circuits such as those used in modern digital computers, the distance between transistors ( and the minimum capacitance of the connections between them ) also makes the desired speeds grossly unattainable, so that if these designs cannot be built as integrated circuits, then they simply cannot be built.
( Discrete here means " constituting a separate entity " and is distinct from " discreet "; a " discreet signal " is one not intended to be seen by others.
Discrete systems may be contrasted with continuous systems, which may also be called analog systems.
Discrete transition may be associated with events.
Discrete geometry or combinatorial geometry may be loosely defined as study of geometrical objects and properties that are discrete or combinatorial, either by their nature or by their representation ; the study that does not essentially rely on the notion of continuity.
c. The Discrete Selection Field: This is the field over which the discrete optimisation is to be performed.

Discrete and applied
* Discrete optimization, a branch of optimization in applied mathematics and computer science
Discrete optimization is a branch of optimization in applied mathematics and computer science.

Discrete and applications
The 1st, 2nd and 3rd International Conferences on Discrete Element Methods have been a common point for researchers to publish advances in the method and its applications.
Discrete particle simulation of particulate systems: A review of mayor applications and findings.
* Discrete – Found in many manufacturing, motion and packaging applications.
* Discrete Fourier transform and applications.
Discrete Laplace operator is often used in image processing e. g. in edge detection and motion estimation applications.
Malik and M. K. Sen ( 2004 ) Discrete mathematical structures: theory and applications, ISBN 978-0-619-21558-3.

Discrete and including
See Discrete Fourier transform for much more information, including:
The Further Mathematics syllabus includes the topics Further Statistics and Probability, Series and Differential Equations, Sets, Relations and Groups, Euclidean Geometry, and Discrete Mathematics ( including both Number Theory and Graph Theory ).

Discrete and voltage
Discrete signals are sent using either voltage or current, where a specific range is designated as On and another as Off.

Discrete and power
The maximum depth would be determined by the stress of further penetration and associated power draw, but today ’ s optimized Pushbeam Discrete Element Modeling ( DEM ) shows smart-drive extended penetrations are possible.

Discrete and motor
Discrete tasks usually require more fine motor skill than gross motor skills.

Discrete and .
# Donald E. Knuth, Selected Papers on Discrete Mathematics ( Stanford, California: Center for the Study of Language and Information — CSLI Lecture Notes, no.
Discrete mathematics is the study of mathematical structures that are fundamentally discrete rather than continuous.
Discrete mathematics therefore excludes topics in " continuous mathematics " such as calculus and analysis.
Information Theory: Coding Theorems for Discrete Memoryless Systems Akademiai Kiado: 2nd edition, 1997.
Discrete probability distribution for the sum of two dice.
Discrete symmetry groups come in three types: ( 1 ) finite point groups, which include only rotations, reflections, inversion and rotoinversion-they are in fact just the finite subgroups of O ( n ), ( 2 ) infinite lattice groups, which include only translations, and ( 3 ) infinite space groups which combines elements of both previous types, and may also include extra transformations like screw axis and glide reflection.
Discrete time signal processing is for sampled signals that are considered as defined only at discrete points in time, and as such are quantized in time, but not in magnitude.
Discrete Dynamics in Nature and Society, Vol.
Discrete localized enlargements of normal structures ( ureters, blood vessels, intrahepatic or extrahepatic biliary ducts, pulmonary inclusions, or gastrointestinal duplications ) due to outflow obstructions or narrowings, or abnormal connections, may also present as a tumor.
In the 10PASS-TS case the VDSL standard is utilized, which is based on the Discrete multi-tone modulation ( DMT ) scheme.
Discrete Applied Mathematics 117 ( 2002 ), 81-86.
Discrete Optimization 1 ( 2004 ), 121-127.
Combinatorial Problems, Discrete Optimization 3 ( 2006 ), 288-298.
For more sophisticated simulations Discrete Event Simulation ( DES ) is used with the advantages to simulate dynamics in the production system.
Discrete track and field competitions are found at national championships-level and also at annual, invitational track and field meetings.
" Discrete Elements and Nonlinearity in Design of Structural Concrete Walls ", Section 1. 3 Historical Overview of Structural Concrete Modelling, ISBN 90-901184-3-8.
In particular, a Fourier-related transform such as the Discrete Cosine Transform ( DCT ) is widely used:.
* Discrete event simulation languages, viewing the model as a sequence of random events each causing a change in state.

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