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40:51 OW SNIPS - Irene Tubikanec (Johannes Kepler… OW SNIPS - Irene Tubikanec (Johannes Kepler University, Linz)	OW SNIPS - Irene Tubikanec (Johannes Kepler University, Linz) Subtitles will be added soon. 17 November 2021 Irene Tubikanec (Johannes Kepler University, Linz) Plitting methods for SDEs with locally Lipschitz drift. An illustration on the FitzHugh-Nagumo… icms seminar oneworld stochastic numerics inverse problems function matrix term step model process euler property ode delta linear maruyama norm solution splitting equation component method preservation distribution From Liam Holligan 0 likes 4 plays 0 Publisher Liam Holligan Licence Type All rights reserved Language English Date Created November 17th, 2021
30:40 Hannes Uecker, Oldenburg University Hannes Uecker, Oldenburg University	Hannes Uecker, Oldenburg University This recording is in the process of being subtitled. We aim to have edited captions available within 2 weeks of publishing.Title: Optimal spatial patterns in feeding, fishing, and pollutionAbstract:… modis optimal spatial patterns control pde diffusion function bit ode point pollution stock space problem manifold conditions condition fishing consumption domain thing horizon problems From OLLIE Quinn 0 likes 20 plays 0 Licence Type All rights reserved Language English Date Created September 7th, 2021
33:16 UK-APASI in Mathematical Sciences: Sandile Motsa UK-APASI in Mathematical Sciences: Sandile Motsa	UK-APASI in Mathematical Sciences: Sandile Motsa Subtitles will be added soon. Sandile Motsa, Block hybrid methods for solving systems of PDEs equation method space iteration points form ode problems equations matrix block approach pde hybrid times presentation linear solution methods paper From Liam Holligan 0 likes 10 plays 0 Publisher Liam Holligan Licence Type All rights reserved Language English Date Created April 13th, 2021
01:01:20 8 March 2021 - Carola-Bibiane Schönlieb… 8 March 2021 - Carola-Bibiane Schönlieb (University of Cambridge) - Structure-preserving deep learning	8 March 2021 - Carola-Bibiane Schönlieb (University of Cambridge) - Structure-preserving deep learning 8 March 2021 Carola-Bibiane Schönlieb (University of Cambridge) - Structure-preserving deep learning Abstract: Over the past few years, deep learning has risen to the foreground as a topic of… one world numerical analysis owna network networks kind function learning ode input output layers problem problems gradient thing layer linear image training analysis instance continuum From OLLIE Quinn 0 likes 118 plays 0 Licence Type All rights reserved Language English Date Created March 8th, 2021
49:06 UK-APASI in Mathematical Sciences: Julien Arino… UK-APASI in Mathematical Sciences: Julien Arino (Lecture 1)	UK-APASI in Mathematical Sciences: Julien Arino (Lecture 1) Subtitles will be added soon. Monday 22 February 2021 UK-APASI in Mathematical Sciences Julien Arino - Assessing the risk of COVID-19 importation and the effect of quarantine quarantine model disease importation individuals cases population canada rate infection compartments efficacy lambda location spread beta ode graph point distribution From Liam Holligan 0 likes 35 plays 0 Course Code icms Publisher Liam Holligan Licence Type All rights reserved Language English Date Created February 22nd, 2021
52:52 One World Virtual Seminar Series - Stochastic… One World Virtual Seminar Series - Stochastic Numerics and Inverse Problems: Evelyn Buckwar (Johannes Kepler University)	One World Virtual Seminar Series - Stochastic Numerics and Inverse Problems: Evelyn Buckwar (Johannes Kepler University) Subtitles have been automatically added to this video, we are editing these so they correctly reflect the lecture. Click "cc" to turn subtitles off. Evelyn Buckwar (Johannes Kepler… icms methods solution equation equations linear splitting matrix property method differential process composition ode properties side hand boundary paper idea solutions From Jane Walker 0 likes 114 plays 0 Publisher Liam Holligan Licence Type All rights reserved Language English Date Created December 16th, 2020
09:30 Solving Differential Equations in Python: Higher… Solving Differential Equations in Python: Higher order ODEs with solve_ivp	Solving Differential Equations in Python: Higher order ODEs with solve_ivp We look at how to break a second order ode into two couple first order ODEs so that these can be integrated using scipy's solve_ivp function. python solve_ivp ode high order function values derivatives equations times equation differential ivp position derivative thing minus mu oscillator condition 1n plot velocity things From Mark Naylor 1 likes 2,465 plays 0 Course Code EASC09054 Licence Type Creative Commons - Attribution
08:05 Solving Differential Equations in Python: First… Solving Differential Equations in Python: First order ODEs with solve_ivp	Solving Differential Equations in Python: First order ODEs with solve_ivp How to the SciPy solve_ivp function to integrate first oder ODEs in Python. The 'ivp' stands for Initial Value Problem which means it can be used to solve problems where we know all the… differential equations python geophysics values condition function decay ode ivp times solver solution end integration jerky steps y. things start bit derivatives span default From Mark Naylor 0 likes 1,621 plays 0 Course Code EASC09054 Publisher Mark Naylor Licence Type Creative Commons - Attribution Language english Date Created April 15th, 2020
07:40 Laplace transform Week 3 Example 1b: Stability of… Laplace transform Week 3 Example 1b: Stability of third order differential equation	Laplace transform Week 3 Example 1b: Stability of third order differential equation Evaluate the stability of the third order ODE given by: x''' + 2x'' + 4x' + 8x = t exp(2t) with x(0)=x'(0) = 0 and x''(0)=1 laplace transform em2a ode system stability example engineering mathematics From Daniel Friedrich 0 likes 1,570 plays 0 Course Code SCEE08009 Publisher Daniel Friedrich Licence Type Creative Commons - Attribution Language English Date Created November 6th, 2019
18:23 Laplace transform Week 3 Example 1a: Laplace… Laplace transform Week 3 Example 1a: Laplace transform method for third order differential equation	Laplace transform Week 3 Example 1a: Laplace transform method for third order differential equation Solve a third order ODE with the Laplace transform method. The initial value problem is given by: x''' + 2x'' + 4x' + 8x = t exp(2t) with x(0)=x'(0) = 0 and… laplace transform em2a ode example engineering mathematics From Daniel Friedrich 0 likes 2,110 plays 0 Course Code SCEE08009 Publisher Daniel Friedrich Licence Type Creative Commons - Attribution Language English Date Created November 6th, 2019

Search for tag: "ode"

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