Heinrich Wansing - Compositionality in Proof-Theoretic Semantics [pt.1] (2015)

preview_player
Показать описание
Part 1/2
  1. Logic UFRN
  2. logic
  3. NAT@Logic
  4. UFRN
  5. Heinrich Wansing
Рекомендации по теме
Heinrich Wansing - 0:37:06

Heinrich Wansing - Compositionality in Proof-Theoretic Semantics [pt.1] (2015)

Heinrich Wansing - 0:08:45

Heinrich Wansing - Compositionality in Proof-Theoretic Semantics [pt.2] (2015)

2020.06.16 — H. 0:50:43

2020.06.16 — H. Wansing

The Compositionality Gap 0:02:20

The Compositionality Gap Explained (with GPT-3)

Unlocking AI's Human-Like 0:05:23

Unlocking AI's Human-Like Thinking: Meta-Learning (MLC) for Systematic Compositionality

Semantics for Physicists 0:31:42

Semantics for Physicists

What does compositionality 0:00:33

What does compositionality mean?

Compositionality | Introduction 0:12:54

Compositionality | Introduction to Semantics and Pragmatics

Benchmarking Compositionality with 0:53:23

Benchmarking Compositionality with Formal Languages

CS224u - Learning 0:16:25

CS224u - Learning compositional semantics: approaches

Seven Sketches in 0:33:28

Seven Sketches in Compositionality 7.1

Ivan Mikirtumov. Compositionality 0:25:52

Ivan Mikirtumov. Compositionality and Non-Compositionality: An Approach from Pragmatics

Luca Tranchini – 0:51:21

Luca Tranchini – Proof-theoretic Harmony: intensional aspects from a second-order perspective

Morehouse1 0:22:04

Morehouse1

Peter Hawke -- 1:01:07

Peter Hawke -- Truthmaker semantics of epistemic logic

What is Logic? 0:03:46

What is Logic? #169: First Steps in Modal Proof Theory

Lecture 8: Equivalence 1:06:33

Lecture 8: Equivalence of Small step and Big Step semantics for the While Language

13: Differential Invariants 1:09:10

13: Differential Invariants & Proof Theory - Logical Foundations of Cyber-Physical Systems

Ulf Hlobil – 0:53:02

Ulf Hlobil – Bilateralist Truth-Maker Semantics for ST and Related Logics

On axiomatisations and 1:07:26

On axiomatisations and proof theory for Kleene algebra (and friends) – Anupam Das (12.05.2021)

Rashed Ahmad – 0:57:20

Rashed Ahmad – A Recipe for Paradox (A Better Schema than the Inclosure Schema)

A proof-theoretical semantics 0:21:49

A proof-theoretical semantics for homotopy type theory - Roberta Bonacina

CEFISES Seminar: Sara 1:52:39

CEFISES Seminar: Sara Ayhan, “How to secure uniqueness of logical connectives in bilateralism”

LENLS18 DAY1: Daisuke 0:30:28

LENLS18 DAY1: Daisuke Bekki