differential timing - определение. Что такое differential timing
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Что (кто) такое differential timing - определение

FORM OF RACE TIMING
Fully Automatic Timing; Fully automatic timing; Fully Automatic Time; FAT timing; Fully automatic electronic timing
  • Omega]] FAT device of 1948, containing four chronometers started by a starting gun and stopped by a photocell.
  • An example of a photographic automatic timed race: [[Sabine Busch]], right, wins with 53.24s and [[Cornelia Ullrich]] comes second with 53.58s.
  • Light beam timing system (the two lenses extended to the right of the stand)
  • A fully automatic timing camera system, on the finish line of the [[2007 Pan American Games]] at [[João Havelange Olympic Stadium]]
  • gn3hMAvOYfQ}} shows 1968 timing system and process @ 7:19'''
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Differential space–time code         
Differential space-time code
Differential space–time codes are ways of transmitting data in wireless communications. They are forms of space–time code that do not need to know the channel impairments at the receiver in order to be able to decode the signal.
Néron differential         
Neron differential
In mathematics, a Néron differential, named after André Néron, is an almost canonical choice of 1-form on an elliptic curve or abelian variety defined over a local field or global field. The Néron differential behaves well on the Néron minimal models.
High Voltage Differential         
METHOD FOR ELECTRICALLY TRANSMITTING INFORMATION USING TWO COMPLEMENTARY SIGNALS
High voltage differential; High-voltage differential signalling; High voltage differential signalling; HVDS; High-voltage differential signaling; Differential Signaling; Differential input; Differential signal; Differential mode; Differential signaling; Diff pair; Auto-polarity detection and correction; Auto-polarity detect and correct; Auto-polarity detection; Auto-polarity detect; Auto-polarity correction; Auto-polarity correct; Auto-polarity (Ethernet); Auto polarity detection and correction; Auto polarity detect and correct; Auto polarity detection; Auto polarity detect; Auto polarity correction; Auto polarity correct; Auto polarity (Ethernet); Automatic polarity detection and correction; Automatic polarity detect and correct; Automatic polarity detection; Automatic polarity detect; Automatic polarity correction; Automatic polarity correct; Automatic polarity (Ethernet); Polrvs; Polarity correction; Reversed polarity (differential signals); Auto polarity (differential signals); Auto polarity (differential pairs); High voltage differential signaling; Auto-polarity (differential pairs); Auto-polarity (differential signals); Reversed polarity (differential pairs); Polarity switching (differential signals); Polarity switching (differential pairs); PCIe polarity inversion; Lane inversion detection; Lane inversion; Differential pair swapping; Lane polarity inversion; Differential pair pin inversion; Differential pair inversion; USB differential pair pin inversion; USB lane inversion detection; Polarity inversion (differential pairs)
<hardware> (HVD) Differential SCSI scheme that has been in use for years. The terminators run on 5 Volts DC. See also LVD. (1999-02-16)
Differential equation         
MATHEMATICAL EQUATION INVOLVING DERIVATIVES OF AN UNKNOWN FUNCTION
Examples of differential equations; Differential equations/Examples; Differential equations of mathematical physics; Differential equations from Mathematical Physics; Differential equations from outside physics; Differental equations; Diff eq; Differential Equations; DiffyEq; Diffyeq; Separable ordinary differential equation; Exact first-order ordinary differential equation; Order (differential equation); Diff eq'n; Diffeq; Second order equation; Differential equations; Second-order differential equation; Higher order differential equation; Degree of a differential equation; Solutions of differential equations; Types of differential equations; Applications of differential equations; Differential Equation; History of differential equations; Differential equation solvers; Order of differential equation
In mathematics, a differential equation is an equation that relates one or more unknown functions and their derivatives. In applications, the functions generally represent physical quantities, the derivatives represent their rates of change, and the differential equation defines a relationship between the two.
Degree of a differential equation         
MATHEMATICAL EQUATION INVOLVING DERIVATIVES OF AN UNKNOWN FUNCTION
Examples of differential equations; Differential equations/Examples; Differential equations of mathematical physics; Differential equations from Mathematical Physics; Differential equations from outside physics; Differental equations; Diff eq; Differential Equations; DiffyEq; Diffyeq; Separable ordinary differential equation; Exact first-order ordinary differential equation; Order (differential equation); Diff eq'n; Diffeq; Second order equation; Differential equations; Second-order differential equation; Higher order differential equation; Degree of a differential equation; Solutions of differential equations; Types of differential equations; Applications of differential equations; Differential Equation; History of differential equations; Differential equation solvers; Order of differential equation
In mathematics, the degree of a differential equation is the power of its highest derivative, after the equation has been made rational and integral in all of its derivatives.Order and Degree General Terms of Ordinary Differential Equations.
Differential privacy         
STATISTICAL PRIVACY PROTECTION MECHANISM
Differential Privacy; Injecting noise
Differential privacy (DP) is a system for publicly sharing information about a dataset by describing the patterns of groups within the dataset while withholding information about individuals in the dataset. The idea behind differential privacy is that if the effect of making an arbitrary single substitution in the database is small enough, the query result cannot be used to infer much about any single individual, and therefore provides privacy.
Examples of differential equations         
MATHEMATICAL EQUATION INVOLVING DERIVATIVES OF AN UNKNOWN FUNCTION
Examples of differential equations; Differential equations/Examples; Differential equations of mathematical physics; Differential equations from Mathematical Physics; Differential equations from outside physics; Differental equations; Diff eq; Differential Equations; DiffyEq; Diffyeq; Separable ordinary differential equation; Exact first-order ordinary differential equation; Order (differential equation); Diff eq'n; Diffeq; Second order equation; Differential equations; Second-order differential equation; Higher order differential equation; Degree of a differential equation; Solutions of differential equations; Types of differential equations; Applications of differential equations; Differential Equation; History of differential equations; Differential equation solvers; Order of differential equation
Differential equations arise in many problems in physics, engineering, and other sciences. The following examples show how to solve differential equations in a few simple cases when an exact solution exists.
differential equation         
MATHEMATICAL EQUATION INVOLVING DERIVATIVES OF AN UNKNOWN FUNCTION
Examples of differential equations; Differential equations/Examples; Differential equations of mathematical physics; Differential equations from Mathematical Physics; Differential equations from outside physics; Differental equations; Diff eq; Differential Equations; DiffyEq; Diffyeq; Separable ordinary differential equation; Exact first-order ordinary differential equation; Order (differential equation); Diff eq'n; Diffeq; Second order equation; Differential equations; Second-order differential equation; Higher order differential equation; Degree of a differential equation; Solutions of differential equations; Types of differential equations; Applications of differential equations; Differential Equation; History of differential equations; Differential equation solvers; Order of differential equation
¦ noun an equation involving derivatives of a function or functions.
Locking differential         
  • Dodge Power Wagons feature front and rear selectable locking differentials
  • engages the front axle]], and the right one enables selection between high and low speed gearing.
FORCING TWO TRANSAXIAL WHEELS TO SPIN TOGETHER
Locking differentials; Diff lock; Detroit Locker; Detroit No-Spin; Locking rear differential; Differential lock; Self-locking center differential; Self-locking differential; Electronic Differential Lock; Electronic differential lock
A locking differential is a mechanical component, commonly used in vehicles, designed to overcome the chief limitation of a standard open differential by essentially "locking" both wheels on an axle together as if on a common shaft. This forces both wheels to turn in unison, regardless of the traction (or lack thereof) available to either wheel individually.
vindicate         
DISTINGUISHING OF A PARTICULAR DISEASE OR CONDITION FROM OTHERS THAT PRESENT SIMILAR CLINICAL FEATURES
Diagnosis, differential; Differential diagnoses; Differential diagnostics; VINDICATE; DDx
v. (B) ('to justify') can you vindicate your actions to us?

Википедия

Fully automatic time

Fully automatic time (abbreviated FAT) is a form of race timing in which the clock is automatically activated by the starting device, and the finish time is either automatically recorded, or timed by analysis of a photo finish. The system is commonly used in track and field as well as athletic performance testing, horse racing, dog racing, bicycle racing, rowing and auto racing. In these fields a photo finish is used. It is also used in competitive swimming, for which the swimmers themselves record a finish time by touching a touchpad at the end of a race. In order to verify the equipment, or in case of failure, a backup system (typically manual) is usually used in addition to FAT.