Is pure mathematics logically viable? Five Challenges! | Sociology and Pure Maths | N J Wildberger

Some tough talk directed towards the professoriat and students of the subject: is it time to re-evaluate what exactly is going on in Pure Mathematics? This is part of a series on the Sociology of Pure Mathematics, where we try to delve into and unravel some of the mysteries of the profession from a social point of view.    • Playlist   Video Content: 00:00 Introduction 1:31 Challenge 1 4:54 Challenge 2 8:08 Challenge 3 13:44 Challenge 4 17:00 Challenge 5 ******* Research Gate page: https://www.researchgate.net/profile/... Blog: http://njwildberger.com/ Online courses at openlearning.com (currently Algebraic Calculus One): https://www.openlearning.com/courses/... Please join us for an exciting new approach to one of mathematics' most important subjects! Patreon:   / njwildberger   Your support would be much appreciated. Wild Egg Maths YT channel: https://www.youtube.com/channel/UCriF... Insights into Mathematics Playlists:    • The Algebra of Boole, Logic and Circuit An...   (31 videos)    • Box Arithmetic: a new framework for Mathem...   (18 videos)    • Hypergroups and Diffusion Symmetry: an int...   (6 videos)    • Rational Trigonometry for maths, physics a...   (4 videos)    • Sociology and Pure Maths   (44 videos)    • Old Babylonian mathematics and Plimpton 322   (8 videos)    • Math Foundations   (226 videos)    • Math Seminars N J Wildberger   (26 videos)    • Math History (ancient to modern)   (45 videos)    • Geometric Linear Algebra   (43 videos)    • Algebraic Topology   (40 videos)    • Universal Hyperbolic Geometry   (55 videos)    • Differential Geometry   (34 videos)    • Elementary Probability and Statistics   (8 videos)    • Math Terminology for Incoming Uni Students   (9 videos)    • Famous Math Problems   ( 46 videos)    • Elementary Mathematics Explained (K-6)   (40 videos)    • Ancient Mathematics and insights of Howard...   (7 videos)    • Wild West Banking: A mathematician goes We...   (7 videos)    • Playing Go: the ancient oriental board game   (19 videos)    • Maths and Music   (21 videos)    • Year 9 Mathematics (review fractions, deci...   (10 videos)    • Wild Trig: An introduction to Rational Tri...   (94 videos) Wild Egg Maths Playlists:    • Intro to Algebraic Calculus with Box Arith...   (4 videos)    • Classical to Quantum (for Members)   (64 videos)    • Solving Polynomial Equations and the Geode...   (45 videos)    • De Casteljau Bezier curves and associated ...   (20 videos)    • Exploring q-series (for Members)   (8 videos)    • Six: A mathematical exploration   (9 videos)    • Algebraic Calculus One: a new foundation f...   (52 videos)    • Advice to prospective research mathematici...   (9 videos)    • The Hexagrammum Mysticum: a Geometric Gem ...   (14 videos)    • Algebraic Calculus Two   (8 videos)    • Special (Polynomial) Functions and Maxel N...   (25 videos)    • Dynamics on Graphs: The ADE Phenomenon & B...   (30 videos)

The numerical system of the ancient Greeks | Sociology and Pure Maths | N J Wildberger
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The numerical system of the ancient Greeks | Sociology and Pure Maths | N J Wildberger

Pure mathematics relies on a fake arithmetic | Sociology and Pure Mathematics | N J Wildberger
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Pure mathematics relies on a fake arithmetic | Sociology and Pure Mathematics | N J Wildberger

The big mathematics divide: between "exact" and "approximate" | Sociology and Pure Maths | NJW
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The big mathematics divide: between "exact" and "approximate" | Sociology and Pure Maths | NJW

Let's crack the Riemann Hypothesis! | Sociology and Pure Mathematics | N J Wildberger
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Let's crack the Riemann Hypothesis! | Sociology and Pure Mathematics | N J Wildberger

Math Debate: Real numbers and the infinite in analysis (NJ Wildberger) | Ep. 16
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Math Debate: Real numbers and the infinite in analysis (NJ Wildberger) | Ep. 16

The ANYWHERE of Projective Geometry
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The ANYWHERE of Projective Geometry

The Strange Math That Predicts (Almost) Anything
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The Strange Math That Predicts (Almost) Anything

The magic and mystery of "pi" | Real numbers and limits Math Foundations 93 | N J Wildberger
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The magic and mystery of "pi" | Real numbers and limits Math Foundations 93 | N J Wildberger

Infinity: does it exist?? A debate with James Franklin and N J Wildberger
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Infinity: does it exist?? A debate with James Franklin and N J Wildberger

What is Group Theory? — Group Theory Ep. 1
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What is Group Theory? — Group Theory Ep. 1

Trump Attends NBA Finals, Cries Election Fraud in California & Storms Out of Interview
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Trump Attends NBA Finals, Cries Election Fraud in California & Storms Out of Interview

Who is Smarter? Engineer vs Chinese 5th Grader
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Who is Smarter? Engineer vs Chinese 5th Grader

The most fundamental and important problem in mathematics | Famous Math Problems 19a | NJ Wildberger
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The most fundamental and important problem in mathematics | Famous Math Problems 19a | NJ Wildberger

Emile Borel: Real number enthusiast or skeptic? | Sociology and Pure Mathematics | N J Wildberger
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Emile Borel: Real number enthusiast or skeptic? | Sociology and Pure Mathematics | N J Wildberger

Sets, logic and computability | Math History | NJ Wildberger
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Sets, logic and computability | Math History | NJ Wildberger

How to develop a proper theory of infinitesimals I | Famous Math Problems 22a | N J Wildberger
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How to develop a proper theory of infinitesimals I | Famous Math Problems 22a | N J Wildberger

3 tips on how to study effectively
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3 tips on how to study effectively

Greek Pure Mathematics and the "Infinitude of Primes" | Sociology and Pure Maths | N J Wildberger
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Greek Pure Mathematics and the "Infinitude of Primes" | Sociology and Pure Maths | N J Wildberger

The Oldest Unsolved Problem in Math
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The Oldest Unsolved Problem in Math

Subscriber sent me a game. I'm retiring.
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Subscriber sent me a game. I'm retiring.