Une fonction de WEIERSTRASS à l'oral Mines-Ponts ? (sup/L1)

In this Mines-Ponts MP 2024 oral exam, we're looking at a Weierstrass function. The goal here is to prove that it is not differentiable at zero... even though it is actually continuous on R, but nowhere differentiable. 00:00 Introduction 00:28 Statement + Cultural Aspect 02:47 The "Tricky" Method: Hint 04:02 Clever Solution 07:13 The Natural Method: The Idea 12:05 Natural Method: A Cut 15:11 End of Story

Oral IMT: quotient of 2 random variables with geometric law (spec/L2)
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Oral IMT: quotient of 2 random variables with geometric law (spec/L2)

💎INSANE: LEGENDARY Series! ☠️🤩 (specialty/L2)
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💎INSANE: LEGENDARY Series! ☠️🤩 (specialty/L2)

3 super EQUATIONS DIFFERENTIELLES EXOTIQUES à l'oral MINES-PONTS / TPE (sup/L1)
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3 super EQUATIONS DIFFERENTIELLES EXOTIQUES à l'oral MINES-PONTS / TPE (sup/L1)

Multidimensional Integration 12 | Differentiation Under The Integral Sign
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Multidimensional Integration 12 | Differentiation Under The Integral Sign

Cédric VILLANI - Introduction à la théorie de la mesure (intégration de Lebesgue) - Extraits
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Cédric VILLANI - Introduction à la théorie de la mesure (intégration de Lebesgue) - Extraits

🤩 Intégrales de FRESNEL (super oral Mines-Ponts PC 2025) (spé/L2)
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🤩 Intégrales de FRESNEL (super oral Mines-Ponts PC 2025) (spé/L2)

181 - 2026 BAC | The Math Question That Scares Everyone on the Baccalaureate Exam
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181 - 2026 BAC | The Math Question That Scares Everyone on the Baccalaureate Exam

La Fonction de WEIERSTRASS est Continue Partout Nulle Part Dérivable !
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La Fonction de WEIERSTRASS est Continue Partout Nulle Part Dérivable !

ÉQUATIONS FONCTIONNELLES : la ruse "intégrer pour dériver" (sup/L1)
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ÉQUATIONS FONCTIONNELLES : la ruse "intégrer pour dériver" (sup/L1)

L'interview d'Hugo Duminil-Copin, médaillé Fields
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L'interview d'Hugo Duminil-Copin, médaillé Fields

I finally understood why the universe needs imaginary numbers (My mind is blown!)
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I finally understood why the universe needs imaginary numbers (My mind is blown!)

ENS Oral Exam Re-enactment: MP-MPI-PC-PSI Competitive Exams - Physics Oral
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ENS Oral Exam Re-enactment: MP-MPI-PC-PSI Competitive Exams - Physics Oral

Series of functions: very comprehensive oral exam!! ✍️✍️
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Series of functions: very comprehensive oral exam!! ✍️✍️

First Progress in 50 Years on Most Famous Computing Problem
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First Progress in 50 Years on Most Famous Computing Problem

A true classic! Continue + injective ➡️ strictly monotonous + one application
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A true classic! Continue + injective ➡️ strictly monotonous + one application

ORAL MATH ENS (PC) 2024 (!) : équation matricielle + Césaro, L'Hôpital... (L1/sup)
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ORAL MATH ENS (PC) 2024 (!) : équation matricielle + Césaro, L'Hôpital... (L1/sup)

🤩GREAT METHOD: for the convergence of SLOW OSCILLATING SERIES (specialty/L2)
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🤩GREAT METHOD: for the convergence of SLOW OSCILLATING SERIES (specialty/L2)

Mystères mathématiques d’intelligences pas si artificielles - Stéphane Mallat
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Mystères mathématiques d’intelligences pas si artificielles - Stéphane Mallat

Lagrangian vs Hamiltonian Mechanics
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Lagrangian vs Hamiltonian Mechanics

👑 Oral X-MP 2025: TOO EASY??🤔
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👑 Oral X-MP 2025: TOO EASY??🤔