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beamer examplescreated with beamer 3.x

Matthias Pospiech

University of Hannover

25. Juni 2007

Tutorial: Euclid’s Presentation

Teil I

Tutorial

Matthias Pospiech beamer examples

Contents

1 Tutorial: Euclid’s PresentationCreating a Simple FrameCreating Simple OverlaysStructuring a FrameVerbatim Text

Creating a Simple FrameCreating Simple OverlaysStructuring a FrameVerbatim Text

What Are Prime Numbers?

A prime number is a number that has exactly two divisors.

DefinitionA prime number is a number that has exactly two divisors

ExampleI 2 is prime (two divisors: 1 and 2).

I 3 is prime (two divisors: 1 and 3).

I 4 is not prime (three divisors: 1, 2, and 4).

There Is No Largest Prime NumberThe proof uses reductio ad absurdum.

TheoremThere is no largest prime number.

Beweis.1 Suppose p were the largest prime number.

2 Let q be the product of the first p numbers.

3 Then q +1 is not divisible by any of them.

4 Thus q +1 is also prime and greater than p.

The proof used reductio ad absurdum.

What’s Still To Do?

Answered QuestionsHow many primes are there?

Open Questions

Is every even number the sum of two primes?

I Answered QuestionsI How many primes are there?

I Open QuestionsI Is every even number the sum of two primes?

Answered QuestionsHow many primes are there?

Open Questions

Is every even number the sum of twoprimes? [1]

An Algorithm For Finding Primes Numbers.

int main (void){std::vector<bool> is_prime (100, true);for (int i = 2; i < 100; i++)if (is_prime[i]){std::cout << i << " ";for (int j = i; j < 100;

is_prime [j] = false, j+=i);}

return 0;}

int main (void){std::vector<bool> is_prime (100, true);for (int i = 2; i < 100; i++)

if (is_prime[i]){

std::cout « i « " ";for (int j = i; j < 100;

return 0;}

Note the use of std::.

if (is_prime[i]){

is_prime [j] = false, j+=i);

}return 0;}

if (is_prime[i]){

return 0;}

if (is_prime[i]){

return 0;}

Note the use of std::.Matthias Pospiech beamer examples

How To Uncover Things Piecewise

Teil II

Howtos

Contents

2 How To Uncover Things PiecewiseUncovering an Enumeration PiecewiseHilighting the Current Item in an EnumerationChanging Symbol Before an EnumerationUncovering Piecewise

Uncovering an Enumeration PiecewiseHilighting the Current Item in an EnumerationChanging Symbol Before an EnumerationUncovering Piecewise

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

I First point.

I Second point.

I Third point.

code for showing a ballot First point.

I Second point.

I Third point.

I Second point.

I Third point.

I First point.

code for showing a ballot Second point.

I Third point.

I First point.

I Third point.

I First point.

I Second point.

code for showing a ballot Third point.

I First point.

I Second point.

In the following example, more and more items become "checked"fromslide to slide:

I Second point.

I Third point.

Uncovering Tagged Formulas Piecewise

A = B (1)

= C (2)

= D (3)

A = B (1)

= C (2)

= D (3)

A = B (1)

= C (2)

= D (3)

Uncovering a Table RowwiseClass A B C DX 1 2 3 4

Y 3 4 5 6Z 5 6 7 8

Uncovering a Table RowwiseClass A B C DX 1 2 3 4Y 3 4 5 6

Z 5 6 7 8

Uncovering a Table RowwiseClass A B C DX 1 2 3 4Y 3 4 5 6Z 5 6 7 8

Uncovering a Table ColumnwiseClass A

Uncovering a Table ColumnwiseClass A B

Uncovering a Table ColumnwiseClass A B C

X 1 2 3

Y 3 4 5

Z 5 6 7

Uncovering a Table ColumnwiseClass A B C DX 1 2 3 4Y 3 4 5 6Z 5 6 7 8

Creating OverlaysStructuring a Presentation: The Interactive Global Structure

Structuring a Presentation: The Local StructureAnimations, Sounds, and Slide Transitions

Adding Notes

Teil III

Building a Presentation

Adding Notes

Contents

3 Creating Overlays

4 Structuring a Presentation: The Interactive Global Structure

5 Structuring a Presentation: The Local Structure

6 Animations, Sounds, and Slide Transitions

7 Adding Notes

Adding Notes

Contents

3 Creating Overlays

7 Adding Notes

Adding Notes

Contents

3 Creating Overlays

7 Adding Notes

Adding Notes

Contents

3 Creating Overlays

7 Adding Notes

Adding Notes

Contents

3 Creating Overlays

7 Adding Notes

Adding Notes

The Pause CommandsCommands with Overlay SpecificationsEnvironments with Overlay SpecificationsDynamically Changing Text or ImagesAdvanced Overlay Specifications

I Shown from first slide on.

I Shown from second slide on.I Shown from second slide on.I Shown from third slide on.

I Shown from third slide on.

I Shown from fourth slide on.

Shown from fourth slide on.

I Shown from fifth slide on.

Adding Notes

I Shown from first slide on.I Shown from second slide on.

I Shown from second slide on.

Adding Notes

I Shown from second slide on.I Shown from third slide on.

Adding Notes

This line is bold on all three slides. This line is bold only on the secondslide. This line is bold only on the third slide.

Adding Notes

This line is bold on all three slides. This line is bold only on thesecond slide. This line is bold only on the third slide.

Adding Notes

This line is bold on all three slides. This line is bold only on the secondslide. This line is bold only on the third slide.

Adding Notes

This line is inserted only on slide 1.

Adding Notes

This line is inserted only on slide 2.

Adding Notes

Shown on first slide.

Shown on second and third slide.

I Still shown on the second and third slide.

I Shown from slide 4 on.

Shown from slide 4 on.

Shown on all slides.

Adding Notes

Shown on first slide. Shown on second and third slide.

Adding Notes

Shown on first slide. Shown on second and third slide.

Adding Notes

Shown on first slide.

Shown on second and third slide.

Shown from slide 4 on. Shown on all slides.

Adding Notes

Same effect as the following command. Same effect as the previouscommand.

Same effect as the following command. Same effect as theprevious command.

Adding Notes

Same effect as the following command. Same effect as the previouscommand.

Same effect as the following command. Same effect as theprevious command.

Adding Notes

Same effect as the following command. Same effect as the previouscommand. Same effect as the following command. Same effect as theprevious command.

Same effect as the following command. Same effectas the previous command.

Adding Notes

Shown on 1, 2 Shown on 1, 2, 4

Adding Notes

Shown on 3, 4 Shown on 3, 5

Adding Notes

Shown 5, 6, 7, ... Shown on 3, 5

Adding Notes

I First item.

I Second item.

I Third item.

I Fourth item.

Adding Notes

I First item.

I Second item.

I Third item.

I Fourth item.

Adding Notes

I First item.

I Second item.

I Third item.

I Fourth item.

Adding Notes

I First item.

I Second item.

I Third item.

I Fourth item.

Adding Notes

0. A zeroth point, shown at the very end.

1 The first and main point.

2 The second point.

Adding Notes

2 The second point.

Adding Notes

2 The second point.

Adding Notes

A Theorem on Infinite Sets

TheoremThere exists an infinite set.

Beweis.This follows from the axiom of infinity.

Example

The set of natural numbers is infinite.

Adding Notes

Example

Adding Notes

Example

Adding Notes

This line is always shown.

Adding Notes

This line is always shown. This line is inserted on slide 2.

Adding Notes

This [ word ] is in round brackets on slide 2 and in square brackets onslide 1.

Adding Notes

This ( word ) is in round brackets on slide 2 and in square brackets onslide 1.

Adding Notes

Some text for the first slide.Possibly several lines long.

Adding Notes

Replacement on the second slide.

Adding Notes

Some text for the first slide.Possibly several lines long.

Adding Notes

Replacement on the second slide. Supressed for handout.

Adding Notes

This text is shown the same way as the text below.

This text is shown thesame way as the text above.

Adding Notes

This text is shown the same way as the text below. This text is shown thesame way as the text above.

Adding Notes

This text is shown the same way as the text below. This text is shownthe same way as the text above.

Adding Notes

This text is shown the same way as the text below. This text is shown thesame way as the text above.

Adding Notes

I Apple

I Peach

I Plum

I Orange

I Apple

I Peach

I Plum

I Orange

I This is important.

I We want to highlight this and this.

I What is the matrix?

Adding Notes

I Apple

I Peach

I Plum

I Orange

I Apple

I Peach

I Plum

I Orange

Adding Notes

I Apple

I Peach

I Plum

I Orange

I Apple

I Peach

I Plum

I Orange

Adding Notes

I Apple

I Peach

I Plum

I Orange

I Apple

I Peach

I Plum

I Orange

Adding Notes

I Apple

I Peach

I Plum

I Orange

I Apple

I Peach

I Plum

I Orange

Adding Notes

I Apple

I Peach

I Plum

I Orange

I Apple

I Peach

I Plum

I Orange

Adding Notes

I Apple

I Peach

I Plum

I Orange

I Apple

I Peach

I Plum

I Orange

Adding Notes

I Apple

I Peach

I Plum

I Orange

I Apple

I Peach

I Plum

I Orange

Adding Notes

I Apple

I Peach

I Plum

I Orange

I Apple

I Peach

I Plum

I Orange

Adding Notes

I Apple

I Peach

I Plum

I Orange

I Apple

I Peach

I Plum

I Orange

Adding Notes

I Apple

I Peach

I Plum

I Orange

I Apple

I Peach

I Plum

I Orange

Adding Notes

Adding Hyperlinks and Buttons

I First item.

I Second item.

I Third item.

Jump to second slide

Adding Notes

I First item.

I Second item.

I Third item.

Adding Notes

I First item.

I Second item.

I Third item.

Adding Notes

I First item.

I Second item.

I Third item.

Adding Notes

I First item.

I Second item.

I Third item.

Adding Notes

I First item.

I Second item.

I Third item.

Adding Notes

Theorem...

Skip proof

Adding Notes

Theorem...

Beweis....

Adding Notes

Itemizations, Enumerations, and DescriptionsBlock EnvironmentsTheorem EnvironmentsFramed and Boxed TextSplitting a Frame into Multiple Columns

There are three important points:

1 A first one,

2 a second one with a bunch of subpoints,I first subpoint. (Only shown from second slide on!).

I second subpoint added on third slide.I third subpoint added on fourth slide.

3 and a third one.

Adding Notes

1 A first one,2 a second one with a bunch of subpoints,

I first subpoint. (Only shown from second slide on!).

I second subpoint added on third slide.I third subpoint added on fourth slide.

3 and a third one.

Adding Notes

I first subpoint. (Only shown from second slide on!).I second subpoint added on third slide.

I third subpoint added on fourth slide.

3 and a third one.

Adding Notes

I first subpoint. (Only shown from second slide on!).I second subpoint added on third slide.I third subpoint added on fourth slide.

3 and a third one.

Adding Notes

I first subpoint. (Only shown from second slide on!).I second subpoint added on third slide.I third subpoint added on fourth slide.

3 and a third one.

Adding Notes

I This is shown from the first slide on.

I This is shown from the second slide on.

I This is shown from the third slide on.

I This is shown from the fourth slide on.

Adding Notes

short Some text.

longest label Some text.

long label Some text.

Adding Notes

short Some text.

Adding Notes

short Some text.

Adding Notes

DefinitionA set consists of elements.

Wrong Theorem

1 = 2.

Adding Notes

DefinitionA set consists of elements.

Wrong Theorem

1 = 2.

Example

The set {1,2,3,5} has four elements.

Adding Notes

Example (Natural Numbers)

Adding Notes

beamer examples

Matthias Pospiech

Typesetting a postit:

Place me somewhere!

TheoremA = B.

Adding Notes

Twolines.

One line (but aligned).

Adding Notes

Animations Created by Showing Slides in Rapid SuccessionSlide Transitions

Fadeout Frame

anomations only work in full screen mode in Acrobat Reader ! This text(and all other frame content) will fade out when the second slide is shown.This even works with colored text.

Adding Notes

Fadeout Frame

Adding Notes

Fadeout Frame

Adding Notes

Fadeout Frame

Adding Notes

Fadeout Frame

Adding Notes

Fadeout Frame

Adding Notes

Fadeout Frame

Adding Notes

Fadeout Frame

Adding Notes

Fadeout Frame

Adding Notes

Fadeout Frame

Adding Notes

Flying Theorems (You Really Shouldn’t!)

TheoremThis theorem flies out.

TheoremThis theorem flies in.

Adding Notes

Slide Transitions only work in full screen mode in Acrobat Reader !

Example (examples for Slide Transitions)

This line is shown on each slide of slide transitions

Adding Notes

I Eggs

I Plants

I Animals

Adding Notes

I Eggs

I Plants

I Animals

Adding Notes

I Eggs

I Plants

I Animals

Adding Notes

[Goldbach, 1742] Christian Goldbach.A problem we should try to solve before the ISPN ’43 deadline,Letter to Leonhard Euler, 1742.

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