ElMa at Universität Koblenz-Landau

Flashcards and summaries for ElMa at the Universität Koblenz-Landau

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d

4.5 /5

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d

4.8 /5

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d

4.5 /5

studysmarter schule studium
d

4.8 /5

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Exemplary flashcards for ElMa at the Universität Koblenz-Landau on StudySmarter:

Definition Aussage

Exemplary flashcards for ElMa at the Universität Koblenz-Landau on StudySmarter:

Γ

Exemplary flashcards for ElMa at the Universität Koblenz-Landau on StudySmarter:

A Λ Β 
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A v B 

Exemplary flashcards for ElMa at the Universität Koblenz-Landau on StudySmarter:

                A    ⇔    B 

Exemplary flashcards for ElMa at the Universität Koblenz-Landau on StudySmarter:

                    A        ⇒        B                

Exemplary flashcards for ElMa at the Universität Koblenz-Landau on StudySmarter:

     ∀     
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                    ∃    

Exemplary flashcards for ElMa at the Universität Koblenz-Landau on StudySmarter:

                    ∃! 

Exemplary flashcards for ElMa at the Universität Koblenz-Landau on StudySmarter:

:

Exemplary flashcards for ElMa at the Universität Koblenz-Landau on StudySmarter:

o.B.d.A.

OE

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X := y 

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Exemplary flashcards for ElMa at the Universität Koblenz-Landau on StudySmarter:

ElMa

Definition Aussage
Unter einer Aussage verstehen wir einen Satz dem wir einen Wahrheitsgehalt zuordnen können w oder f

ElMa

Γ
Negation aus w wird f

ElMa

A Λ Β 
Konjunktion
Ist dann war wenn A und B wahr sind

ElMa

A v B 
Disjunktion
A oder B ist wahr oder beide sind wahr

ElMa

                A    ⇔    B 

Logische Äquivalenz 

A folgt aus B und umgekehrt

ElMa

                    A        ⇒        B                

Implikation

aus A folgt B oder A impliziert B

ist nur dann falsch wenn A wahr ist und B falsch 

Bei der Implikation A ⇒ B bezeichnet man A als Prämisse oder und B als Konklusion.

ElMa

     ∀     

Allquantor

bedeutet '' für alle''

ElMa

                    ∃    

Existenzquantor

'' es gibt mindestens ein''

ElMa

                    ∃! 

'' es gibt genau einen''


ElMa

:

so dass gilt

ElMa

o.B.d.A.

OE

ohne Beschränkung der Allgemeinheit

ohne Einschränkung

ElMa

X := y 

x ist per definition gleich y

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Mathedidaktik Modul 1c

ELMA at

Karlsruher Institut für Technologie

EL at

Fachhochschule für öffentliche Verwaltung, Polizei und Rechtspflege

ELL at

Universität Osnabrück

ELI at

LMU München

EMA at

Fachhochschule Kärnten

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