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Complex Arguments in Adpositional Argumentation
Federico Gobbo & Marco Benini & Jean H. M. Wagemans
Contact: F.Gobbo@uva.nl
5th
Workshop on Advances In Argumentation In Artificial Intelligence (AI3
2021)
November 29, 2021, Milano-Bicocca, Italy
1
#begin: Introduction
Adpositional Argumentation (AdArg) = PTA + CxAdGrams
How it is made
• PTA = Periodic Table of Arguments (J H M Wagemans)
• CxAdGrams = Constructive Adpositional Grammars (F Gobbo & M Benini)
2
Adpositional Argumentation (AdArg) = PTA + CxAdGrams
How it is made
• PTA = Periodic Table of Arguments (J H M Wagemans)
• CxAdGrams = Constructive Adpositional Grammars (F Gobbo & M Benini)
Features
• a new method for annotating argumentative discourse
• argument reconstruction leaving the linguistic material intact
• detailed representation of linguistic and pragmatic information
2
Adpositional Argumentation (AdArg) = PTA + CxAdGrams
How it is made
• PTA = Periodic Table of Arguments (J H M Wagemans)
• CxAdGrams = Constructive Adpositional Grammars (F Gobbo & M Benini)
Features
• a new method for annotating argumentative discourse
• argument reconstruction leaving the linguistic material intact
• detailed representation of linguistic and pragmatic information
Here, we focus on the building blocks
• highest level of abstraction possible
• hiding the linguistic details in the small triangles (△)
2
#1: Representing claims and
minimal argument forms
Overview of abstract minimal arguments in the PTA
Quadrant (Q) conclusion (σ) premise (π) retrogressive normal form
α a is X a is Y a is X, because a is Y
β a is X b is X a is X, because b is X
γ q is ⊤ r is ⊤ q is ⊤, because r is ⊤
δ q is ⊤ q is Z q is ⊤, because q is Z
3
The abstract tree of claims
△
σ
a/is/X
4
Abstract trees of minimal argument forms
△
π
a/is/Y
r
→
α
Pta
@
@
@
@
△
σ
a/is/X
△
π
b/is/X
r
→
β
Pta
@
@
@
@
△
σ
a/is/X
△
π
r/is/⊤
r
→
γ
Pta
@
@
@
@
△
σ
q/is/⊤
△
π
q/is/Z
r
→
δ
Pta
@
@
@
@
△
σ
q/is/⊤
5
Basic abstract trees of minimal argument forms: α, β, γ
△
a|b|b
r
←
π
@
@
@
@
△
Y|X|Y
r
→
α|β|γ
Pta
@
@
@
@
@
@
@
@
△
a
r
←
σ
@
@
@
@
△
X
6
Basic abstract trees of minimal argument forms: δ
△
a
r
←
q
@
@
@
@
△
X
r
←
π
@
@
@
@
△
Z
r
→
δ
Pta
@
@
@
@
@
@
@
@
△
a
r
←
σ
@
@
@
@
△
X
7
#2: Representing complex argument
forms
Convergent arguments
△
π1
r
→
Q
Pta1
@
@
@
@
△
π2
r
→
Q
Pta2
@
@
@
@
△
σ
8
Serial arguments
△
π2
r
→
QΩ
Pta2
@
@
@
@
△
ω(π1, σ2)
txt
r
→
Q
Pta1
@
@
@
@
△
σ1
9
#3: Concluding remarks
A real-world argument
Source: Official website of the Periodic Table of Argument,
https://periodic-table-of-arguments.org/periodic-table-of-arguments/alpha-quadrant/
argument-from-criterion/
The text of the real-world argument
Unauthorized downloading
is not theft,
because
unauthorized downloading
does not deprive the original owner of
the use of an object.
The adtree of the real-world example
Source: Perspectives on Language and Communication 1,
https://studiegids.uva.nl/xmlpages/page/2021-2022/zoek-vak/vak/86848
Discussion and further directions of research
Work so far
• an annotation of the discourse that reveals argumentation structures and
patterns
• annotation is pre-logical: it shows exactly where the logic comes in
• it makes evident the point of attack of the way of reasoning
13
Discussion and further directions of research
Work so far
• an annotation of the discourse that reveals argumentation structures and
patterns
• annotation is pre-logical: it shows exactly where the logic comes in
• it makes evident the point of attack of the way of reasoning
Further work
• an empirical analysis that comprises linguistic and pragmatic elements
• building of corpora suitable for argument mining
• eventually, Explainable AI
13
Thank You for Your Kind Attention! Any Questions?
] ] ] ] MORE RESEARCH HERE ] ] ] ]
https://lancar.org/research-projects/
constructive-adpositional-argumentation-cxadarg/
ß Federico Gobbo (he/him), University of Amsterdam
a f.gobbo@uva.nl
Ŵ uva.nl/profile/f.gobbo
Nj federicogobbo.name
Social media profiles
f linkedin.com/in/federicogobbo/
_ https://twitter.com/goberiko
İ facebook.com/federico.gobbo
q instagram.com/la.profesoro
§ slideshare.net/goberiko
Messaging apps
Ŷ ID Telegram goberiko
¦ ID WeChat goberiko

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Complex Arguments in Adpositional Argumentation

  • 1. Complex Arguments in Adpositional Argumentation Federico Gobbo & Marco Benini & Jean H. M. Wagemans Contact: F.Gobbo@uva.nl 5th Workshop on Advances In Argumentation In Artificial Intelligence (AI3 2021) November 29, 2021, Milano-Bicocca, Italy 1
  • 3. Adpositional Argumentation (AdArg) = PTA + CxAdGrams How it is made • PTA = Periodic Table of Arguments (J H M Wagemans) • CxAdGrams = Constructive Adpositional Grammars (F Gobbo & M Benini) 2
  • 4. Adpositional Argumentation (AdArg) = PTA + CxAdGrams How it is made • PTA = Periodic Table of Arguments (J H M Wagemans) • CxAdGrams = Constructive Adpositional Grammars (F Gobbo & M Benini) Features • a new method for annotating argumentative discourse • argument reconstruction leaving the linguistic material intact • detailed representation of linguistic and pragmatic information 2
  • 5. Adpositional Argumentation (AdArg) = PTA + CxAdGrams How it is made • PTA = Periodic Table of Arguments (J H M Wagemans) • CxAdGrams = Constructive Adpositional Grammars (F Gobbo & M Benini) Features • a new method for annotating argumentative discourse • argument reconstruction leaving the linguistic material intact • detailed representation of linguistic and pragmatic information Here, we focus on the building blocks • highest level of abstraction possible • hiding the linguistic details in the small triangles (△) 2
  • 6. #1: Representing claims and minimal argument forms
  • 7. Overview of abstract minimal arguments in the PTA Quadrant (Q) conclusion (σ) premise (π) retrogressive normal form α a is X a is Y a is X, because a is Y β a is X b is X a is X, because b is X γ q is ⊤ r is ⊤ q is ⊤, because r is ⊤ δ q is ⊤ q is Z q is ⊤, because q is Z 3
  • 8. The abstract tree of claims △ σ a/is/X 4
  • 9. Abstract trees of minimal argument forms △ π a/is/Y r → α Pta @ @ @ @ △ σ a/is/X △ π b/is/X r → β Pta @ @ @ @ △ σ a/is/X △ π r/is/⊤ r → γ Pta @ @ @ @ △ σ q/is/⊤ △ π q/is/Z r → δ Pta @ @ @ @ △ σ q/is/⊤ 5
  • 10. Basic abstract trees of minimal argument forms: α, β, γ △ a|b|b r ← π @ @ @ @ △ Y|X|Y r → α|β|γ Pta @ @ @ @ @ @ @ @ △ a r ← σ @ @ @ @ △ X 6
  • 11. Basic abstract trees of minimal argument forms: δ △ a r ← q @ @ @ @ △ X r ← π @ @ @ @ △ Z r → δ Pta @ @ @ @ @ @ @ @ △ a r ← σ @ @ @ @ △ X 7
  • 12. #2: Representing complex argument forms
  • 16. A real-world argument Source: Official website of the Periodic Table of Argument, https://periodic-table-of-arguments.org/periodic-table-of-arguments/alpha-quadrant/ argument-from-criterion/
  • 17. The text of the real-world argument Unauthorized downloading is not theft, because unauthorized downloading does not deprive the original owner of the use of an object.
  • 18. The adtree of the real-world example Source: Perspectives on Language and Communication 1, https://studiegids.uva.nl/xmlpages/page/2021-2022/zoek-vak/vak/86848
  • 19. Discussion and further directions of research Work so far • an annotation of the discourse that reveals argumentation structures and patterns • annotation is pre-logical: it shows exactly where the logic comes in • it makes evident the point of attack of the way of reasoning 13
  • 20. Discussion and further directions of research Work so far • an annotation of the discourse that reveals argumentation structures and patterns • annotation is pre-logical: it shows exactly where the logic comes in • it makes evident the point of attack of the way of reasoning Further work • an empirical analysis that comprises linguistic and pragmatic elements • building of corpora suitable for argument mining • eventually, Explainable AI 13
  • 21. Thank You for Your Kind Attention! Any Questions? ] ] ] ] MORE RESEARCH HERE ] ] ] ] https://lancar.org/research-projects/ constructive-adpositional-argumentation-cxadarg/ ß Federico Gobbo (he/him), University of Amsterdam a f.gobbo@uva.nl Ŵ uva.nl/profile/f.gobbo Nj federicogobbo.name Social media profiles f linkedin.com/in/federicogobbo/ _ https://twitter.com/goberiko İ facebook.com/federico.gobbo q instagram.com/la.profesoro § slideshare.net/goberiko Messaging apps Ŷ ID Telegram goberiko ¦ ID WeChat goberiko