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Titlebook: Digital Imaging Primer; Alan Parkin Book 2016 Springer-Verlag Berlin Heidelberg 2016 Computer.Digital.Fourier.Graphics.Imaging

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書(shū)目名稱(chēng)Digital Imaging Primer
編輯Alan Parkin
視頻videohttp://file.papertrans.cn/280/279450/279450.mp4
概述Most comprehensive handbook on digital image processing.Provides additional information on theory and applications.Readers can attain a level of understanding and the practical insights to obtain opti
圖書(shū)封面Titlebook: Digital Imaging Primer;  Alan Parkin Book 2016 Springer-Verlag Berlin Heidelberg 2016 Computer.Digital.Fourier.Graphics.Imaging
描述.Digital Imaging .targets anyone with an interest in digital imaging, professional or private, who uses even quite modest equipment such as a PC, digital camera and scanner, a graphics editor such as PAINT, and an inkjet printer. Uniquely, it is intended to fill the gap between the highly technical texts for academics (with access to expensive equipment), and the superficial introductions for amateurs. The four-part treatment spans theory, technology, programs and practice. Theory covers integer arithmetic, additive and subtractive color, greyscales, computational geometry, and a new presentation of discrete Fourier analysis; Technology considers bitmap file structures, scanners, digital cameras, graphic editors, and inkjet printers; Programs develops several processing tools for use in conjunction with a standard Paint graphics editor and supplementary processing tools; Practice discusses 1-bit, greyscale, 4-bit, 8-bit, and 24-bit images for the practice section. Relevant QBASIC code is supplied an accompanying CD and algorithms are listed in the appendix. Readers can attain a level of understanding and the practical insights to obtain optimal use and satisfaction from even the mo
出版日期Book 2016
關(guān)鍵詞Computer; Digital; Fourier; Graphics; Imaging
版次1
doihttps://doi.org/10.1007/978-3-540-85619-1
isbn_softcover978-3-662-50048-4
isbn_ebook978-3-540-85619-1
copyrightSpringer-Verlag Berlin Heidelberg 2016
The information of publication is updating

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Number Inputabitually use; binary and hexadecimal representations are what most computers use; and ASCII code links human to computer representations. Any such representation can be converted to any of the others. A digital computer represents binary notation internally as binary hardware. A flowchart shows the
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Coordinate Geometryonstructed from point elements of no size, with real-number coordinates, and has unlimited extent. Discrete geometry is constructed from cube elements of fixed size, with integer coordinates, and unlimited extent. Harmonic space has a harmonic scale of distances, and lies within a finite octahedron.
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Object Geometry A common aim is to capture the locations of a sufficient number of target points, usually as (., ., .) coordinates in a suitable rectangular reference frame. There are several different approaches, in active development, to building a three-dimensional model of an object from the target locations,
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Projection Geometry5 classes according to the incidence relations of these parameters. An example of each class is shown. In the Euclidean plane, projection preserves incidences but not lengths: an arithmetic scale projects to a harmonic scale. In the harmonic plane, contained in a square, there are 15 classes of proj
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Viewing Geometry neural signals. The eye incorporates an adjustable converging lens which forms an inverted relief image on the photo-sensitive retina. The reduced eye is a simplified model for geometry and calculation. The resolving power of a normal eye can be calculated, and the acuity of an actual eye can be me
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Colorimetry. The general-purpose CIE colour spaces are defined. The sRGB colour space is specifically designed for computer displays, and the YMCK colour space for printing. Examples and conversions between colour spaces are given.
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Number Setivided by another and the result terminates exactly, or repeats without end. Irrational numbers also include fractions which do not terminate or repeat, such as the square-root of 2. Real numbers include all of the above.
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