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45:57 Computing the isospectral torus of finite sets of… Computing the isospectral torus of finite sets of intervals via mappings of polynomial - Giorgio Mantica	Computing the isospectral torus of finite sets of intervals via mappings of polynomial - Giorgio Mantica OPSFOTA online seminar series Computing the isospectral torus of finite sets of intervals via mappings of polynomial Giorgio Mantica (Università Degli Studi Dell’insubria, Italy) 3… mathematics measure matrix polynomials polynomial root class equilibrium sets zeros measures transformation jacobi sigma gaps kind vector degree function point edges From GILLIAN KERR on September 9th, 2020 0 likes 9 plays 0 Licence Type All rights reserved Language english Date Created September 3rd, 2020
08:58 Lecture 6 Part 1: Applications of Differential… Lecture 6 Part 1: Applications of Differential Equations - undamped oscillators	Lecture 6 Part 1: Applications of Differential Equations - undamped oscillators Here we look at how the the same (or a very similar) differential equation applies to several different engineering problems. We consider cantilevers, pendulums and a floating buoy. differential equations water equation mass cantilever omega theta solution boy position deflection force sine acceleration equilibrium times form lecture equations wave pendulum From David Ingram on July 10th, 2020 0 likes 5 plays 0 Course Code SCEE08009 Licence Type Creative Commons - Attribution Language English Date Created July 10th, 2020

45:57

Computing the isospectral torus of finite sets of…

Computing the isospectral torus of finite sets of intervals via mappings of polynomial - Giorgio Mantica

OPSFOTA online seminar series Computing the isospectral torus of finite sets of intervals via mappings of polynomial Giorgio Mantica (Università Degli Studi Dell’insubria, Italy) 3…

From GILLIAN KERR on September 9th, 2020 0 likes 9 plays 0

Licence Type

Language

english

Date Created

September 3rd, 2020

08:58

Lecture 6 Part 1: Applications of Differential…

Lecture 6 Part 1: Applications of Differential Equations - undamped oscillators

Here we look at how the the same (or a very similar) differential equation applies to several different engineering problems. We consider cantilevers, pendulums and a floating buoy.

differential equations

From David Ingram on July 10th, 2020 0 likes 5 plays 0

Course Code

SCEE08009

Licence Type

Creative Commons - Attribution

Language

English

Date Created

July 10th, 2020

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