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Matrices in Computer
Applications
By Rayyan Furtado
Course:BBM E-Banking and Finance
Section: A
Need For the Study
 To learn about Matrices and how its used
in Computers and Computer based
Applications.
 To show where and in what all fields it is
most relevant and exquisitely used for.
 To show how modification in Matrix
variables can further change results in
either Image processing or graphics etc.
 To know its uses and purposes.
Objectives of the Study
 To show how changes in Matrix variables
can further change results in either Image
processing or graphics etc.
 To learn about attaining Codes or
Messages through encryption of Matrix
Variables.
 To show how Matrix is used to scale, rotate
translate and distort an existing Image
and transform its structure.
Findings
 Matrices are used for making Graphics and
for Creating and modifying Images.
 Images are a collection of points, in this
case matrix co ordinates are used to
represent these points.
 The Images formed can be further
transformed or mutated by changing these
co ordinates.
 Matrices are also used for
encryption/decryption of codes or
messages.
 Matrices are also used for
encryption/decryption of codes or
messages.
 Matrices are also used for creating 2
Dimensional and 3 Dimensional Graphical
images.
 The accumulated collection of these points
after being modified generates the final
image , this is also known as rendering.
Analysis and Interpretation
 Any object or image can be described as a
set of points, here the same matrix can be
used for numerous operations just by
changing individual elements.
 This changing of elements to get desired
effects is known as Matrix Transformation.
 Taking an example,
say original image is ‘A’
transformed image is ‘B’
and ‘T’ is the change.
 Here ‘T’ is the transformation matrix,
Then B=A×T
 T is just elements of Matrix capable of
producing changes like scaling, texture,
rotation, shearing, adjustments etc.
 This way Matrices are used in graphics and
image processing and modification.
Suggestions and Conclusions
 Matrices play a vital role in Computer
applications, especially when it comes to
graphics and image processing.
 Without the application of Matrices it would
be very complicated to run various
computer functions.
 It is also used in other computer functions
like binary code encryption/decryption,
for creating/modifying graphical tabulation
etc..

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Matrices in computer applications

  • 1. Matrices in Computer Applications By Rayyan Furtado Course:BBM E-Banking and Finance Section: A
  • 2. Need For the Study  To learn about Matrices and how its used in Computers and Computer based Applications.  To show where and in what all fields it is most relevant and exquisitely used for.  To show how modification in Matrix variables can further change results in either Image processing or graphics etc.  To know its uses and purposes.
  • 3. Objectives of the Study  To show how changes in Matrix variables can further change results in either Image processing or graphics etc.  To learn about attaining Codes or Messages through encryption of Matrix Variables.  To show how Matrix is used to scale, rotate translate and distort an existing Image and transform its structure.
  • 4. Findings  Matrices are used for making Graphics and for Creating and modifying Images.  Images are a collection of points, in this case matrix co ordinates are used to represent these points.  The Images formed can be further transformed or mutated by changing these co ordinates.  Matrices are also used for encryption/decryption of codes or messages.
  • 5.  Matrices are also used for encryption/decryption of codes or messages.  Matrices are also used for creating 2 Dimensional and 3 Dimensional Graphical images.  The accumulated collection of these points after being modified generates the final image , this is also known as rendering.
  • 6. Analysis and Interpretation  Any object or image can be described as a set of points, here the same matrix can be used for numerous operations just by changing individual elements.  This changing of elements to get desired effects is known as Matrix Transformation.  Taking an example, say original image is ‘A’ transformed image is ‘B’ and ‘T’ is the change.
  • 7.  Here ‘T’ is the transformation matrix, Then B=A×T  T is just elements of Matrix capable of producing changes like scaling, texture, rotation, shearing, adjustments etc.  This way Matrices are used in graphics and image processing and modification.
  • 8. Suggestions and Conclusions  Matrices play a vital role in Computer applications, especially when it comes to graphics and image processing.  Without the application of Matrices it would be very complicated to run various computer functions.  It is also used in other computer functions like binary code encryption/decryption, for creating/modifying graphical tabulation etc..