HOW TO MAKE ATTRACTIVE SEMINARS USING POWERPOINT

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HOW TO MAKE ATTRACTIVE SEMINARS USING POWERPOINT

• GÜLÇIN SAGDIÇOGLU CELEP
• METU
• DEPARTMENT OF MATHEMATICS
• 2003

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Creating a Presentation

• starting with a basic design
• adding new slides and content
• choosing layouts
• modifying slide design, if we want, by changing
  the color scheme or applying different design
  templates
• and creating effects such as animated slide
  transitions.

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Layout

• The arrangement of elements such as title and
  subtitle text, lists, pictures, tables, charts,
  AutoShapes, and movies, on a chart.

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Color Scheme

• A set of eight balanced colors you can apply to
  slides, notes pages, or audience handouts. A
  color scheme consists of a background color, a
  color for lines and text, and six other colors
  designed to make slides easy to read.

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Design Template

• A file that contains the styles in a
  presentation, including the type and size of
  bullets and fonts placeholder sizes and
  positions background design and fill color
  schemes and a slide master and optional title
  master.

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The New Presentation task pane 

• Blank presentation
• Existing presentation  
• Design template  
• Templates with suggested content (AutoContent
  Wizard ) 
• A template on a Web site  
• A template on Microsoft.com (Microsoft Office
  Template Gallery)   

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Animate

• To add a special visual or sound effect to text
  or an object.
• For example, we can have the text bullet points
  fly in from the left, one word at a time, or hear
  the sound of applause when a picture is
  uncovered.

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Mathematical Symbols

• Images
• Latex2html images
• Print Screen
• Graphics Programs
• (Paint, Photoshop, CorelDraw, PaintShopPro...)
• Adobe Acrobat (pdf)

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On a connection between the Pascal,Vandermonde
and Stirling matrices-II

• Moawwad El-Mikkawy

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Introduction

• Pascal, Vandermonde and Stirling matrices are
  related to each others.
• It is shown that the Pascal matrix P is in fact
  the product of a stochastic matrix T by the
  Vandermonde matrix V . The matrix T is related to
  the Stirling matrices S1 and S2 of the first and
  second kind respectively.

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The main results
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The main results
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The main results

• Defnition 2.1.
• If the n values c1 c2 . . . cn are
  distinct, then the elementary symmetric
  polynomials in
• c1 c2 . . . cj-1 cj1 . . . cn are
  defined by

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The main results

• Combinatorial identities
• Some combinatorial identities are given in
  1. It is convenient to rewrite them after
  replacing each k by k1 and each n by n1 in both
  sides to give

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Graphics
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Animated Images
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Movies, Sounds
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THANK YOU