# inverse image

## inverse image

[¦in‚vərs ′im·ij] (mathematics)

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(mathematics)

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1) A map [ohm] : ([S.sub.1],[[xi].sub.1]) [right arrow] ([S.sub.2],[[xi].sub.2]) is called neutrosophic [[alpha].sup.m]-continuous (briefly N[[alpha].sup.m]-cont) if the inverse image of every N-closed set in ([S.sub.2], [[xi].sub.2]) is N[[alpha].sup.m]-c-set in ([S.sub.1], [[xi].sub.1])

There is a smaller counterpart under the minute hand that accurately depicts an inverse image of the areas of the minute scale on a central miniature scale.

The photoresist resists subsequent chemical treatments, allowing an inverse image of the photomask pattern to be engraved into the silicon.

Steven Aschheim concluded his 1982 study by saying that more work needs to be done on the "inverse image" of the German Jew in Eastern Europe.

Then the inverse image of [PSI], [f.sup.-1] ([PSI]) = (M; [f.sup.-1] ([[PSI].sup.+]), [f.sup.-1] ([[PSI].sup.-])), is the bipolar fuzzy set on M given by [f.sup.-1] ([[PSI].sup.+])(m) = [[PSI].sup.+] (f(m)) and [f.sup.-1]([[PSI].sup.-])(m) = [[PSI].sup.-](f(m)) for all m [member of] M.

([f.sup.-1] (G,C), D) is called a soft inverse image of (G,C).

If f is (i, j)-weakly b-continuous then inverse image of every (i, j)-[theta]-closed set of Y is (i, j)-b-closed in X, for all i, j =1, 2.

So, by a standard result ([7], A4.2.1), it is a topos, and the inclusion D/A [right arrow] [epsilon]/A is the inverse image of a connected geometric morphism [p.sub.A].

For a difunction (I; F) : ([S.sub.1]; [T.sub.1])[right arrow]([S.sub.2]; [T.sub.2]) we will have cause to use the inverse image f[left arrow]B and inverse co-image F[right arrow]B, B [member of] T, which are equal; and the image f [right arrow]A and co-image F[left arrow]A, A [member of] S, which are usually not.

The time-domain simulator requires a reflectivity map as input, but the inverse image formation process requires an image as input to be as close as possible to a real system.

(2) For B [member of] T, the inverse image [f.sup.[left arrow]] (B) and the inverse co-image [F.sup.[left arrow]] (B) are defined by

"Reflections fascinate me because they're the inverse of what you're seeing and they give you a double whammy - it's lovely to see a figure silhouetted against a sparkling ocean then to get the inverse image at the same time."

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- inverse comment convention
- inverse Compton effect
- inverse condemnation
- inverse cosecant
- inverse cosine
- inverse cotangent
- inverse current
- inverse curves
- inverse cylindrical orthomorphic chart
- inverse cylindrical orthomorphic map projection
- inverse cylindrical orthomorphic projection
- inverse direction
- inverse electrode current
- inverse element
- inverse feedback
- Inverse Function
- inverse function theorem
- inverse hour
- inverse hyperbolic cosecant
- inverse hyperbolic cosine
- inverse hyperbolic cotangent
- Inverse Hyperbolic Function
- inverse hyperbolic secant
- inverse hyperbolic sine
- inverse hyperbolic tangent
- inverse image
- inverse implication
- inverse kinematics
- inverse latitude
- inverse limiter
- inverse logarithm
- inverse magnetostriction
- Inverse Magnetron Gauge
- inverse matrix
- inverse Mercator chart
- inverse Mercator map projection
- inverse Mercator projection
- inverse micelle
- inverse multiplexor
- inverse network
- inverse neutral telegraph transmission
- Inverse of a Matrix
- Inverse of a Theorem
- inverse operator
- inverse parallel
- inverse peak voltage
- inverse piezoelectric effect
- inverse points
- inverse probability principle
- inverse problem
- inverse ranks
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- Inverse Floating Rate Notes
- Inverse floating-rate note
- Inverse Floating-Rate Notes
- Inverse Fourier In-Phase Multiplets
- Inverse Fourier Transform
- Inverse Free Electron Laser
- Inverse Frequency Response Function
- inverse function
- inverse function
- inverse function
- Inverse function theorem
- Inverse function theorem
- Inverse functions
- Inverse functions
- Inverse functions
- Inverse Gain
- Inverse Gaussian Probability Density Function
- Inverse Head and Shoulders
- Inverse Heat Transfer Problem
- inverse hour
- Inverse hyperbolic cosecant
- Inverse hyperbolic cosine
- Inverse hyperbolic cotangent
- Inverse hyperbolic function
- Inverse hyperbolic function
- Inverse hyperbolic functions
- Inverse hyperbolic secant
- Inverse hyperbolic sine
- Inverse hyperbolic sine
- Inverse hyperbolic tangent
- inverse image
- inverse implication
- Inverse Interest Only
- Inverse Iteration Generalized Davidson
- inverse jaw-winking syndrome
- Inverse kernel
- Inverse kinematics
- Inverse kinematics
- Inverse Kinematics using ANalytical Methods
- Inverse Kinetics Rod Drop
- Inverse Laplace transform
- inverse latitude
- inverse limiter
- Inverse Lithography Technology
- inverse logarithm
- inverse magnetostriction
- Inverse Magnetron Gauge
- Inverse map
- Inverse map
- Inverse mapping
- Inverse mapping
- Inverse matrix
- Inverse Mdct
- Inverse Mean Free Path
- inverse Mercator chart
- inverse Mercator map projection
- inverse Mercator projection
- inverse micelle
- Inverse Modelling of the Atmospheric Chemical Composition
- Inverse Modified Discrete Cosine Transform
- Inverse multiplexer
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