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La transformation de Laplace : un pont entre physique, mathématiques et systèmes dynamiques modernes
La transformation de Laplace, bien plus qu’un outil technique, incarne une véritable passerelle entre la rigueur des mathématiques, la précision de la physique et la complexité des systèmes dynamiques actuels. Enracinée dans les fondements théoriques du XIXe siècle, elle permet aujourd’hui de modéliser, analyser et prédire l’évolution temporelle de phénomènes variés, allant des circuits électriques…
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