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41:36 Algebraic Geometry - history, challenges and… Algebraic Geometry - history, challenges and applications	Algebraic Geometry - history, challenges and applications What do algebra and geometry have to do with cryptography and how we can keep our information safe? Join us at this public talk to find out! This talk was part of the Birational Geometry and… icms mathematics cryptography algebra algebraic geometry geometry point points curve remainder alice infinity plane solution equation solutions object operation bob integer element method From Greg McCracken 0 likes 21 plays 0 Publisher ICMS Licence Type All rights reserved Language English Date Created November 22nd, 2022
57:10 BHoM 2022 - Franck Kalala Mutombo BHoM 2022 - Franck Kalala Mutombo	BHoM 2022 - Franck Kalala Mutombo Wednesday 05 October 2022 Black Heroes of Mathematics Conference 2022 Franck Kalala Mutombo, University of Lubumbashi - High-order numerical schemes for semi-linear advection reaction equations based… icms bhom 2022 equation things kind velocity matrix medium element lot x. idea africa condition water term oil function saturation pressure phase team From Greg McCracken 0 likes 17 plays 0 Licence Type All rights reserved Date Created October 5th, 2022
34:45 BHoM 2022 - Tosin Babasola BHoM 2022 - Tosin Babasola	BHoM 2022 - Tosin Babasola Tuesday 04 October 2022 Black Heroes of Mathematics Conference 2022 Tosin Babasola, University of Bath - Role of mathematics in understanding the growth of cocoa crops? icms mathematics africa function production equation parameters behaviour finance nigeria model question cocoa knowledge trend temperature climate application effect stages masters From Greg McCracken 0 likes 32 plays 0 Publisher Liam Holligan Licence Type All rights reserved Language English Date Created October 4th, 2022 Retain Source File Yes
57:45 Johannes Walcher - Lecture series: Extended… Johannes Walcher - Lecture series: Extended Mirror Symmetry - Day 2	Johannes Walcher - Lecture series: Extended Mirror Symmetry - Day 2 Periods in Mirror Symmetry icms thing lines omega genus fact root quintic infinity things families minus theory function term kind side cover equation cancellation point From Greg McCracken 0 likes 9 plays 0 Licence Type All rights reserved Date Created September 21st, 2022
01:00:59 Sergey Galkin - Periods of Graph Potentials in… Sergey Galkin - Periods of Graph Potentials in Mirror Symmetry for Character Varieties - towards a fully extended Donaldson-Floer TQFT in 4d	Sergey Galkin - Periods of Graph Potentials in Mirror Symmetry for Character Varieties - towards a fully extended Donaldson-Floer TQFT in 4d Periods in Mirror Symmetry icms gamma function equation sigma graph mirror degeneration symmetry space functions periods variety variables donaldson connexions theory collection vertex field exponent From Greg McCracken 0 likes 13 plays 0 Date Created September 20th, 2022
01:07:12 Bohan Fang - Gamma II conjecture and HMS for… Bohan Fang - Gamma II conjecture and HMS for toric Fanos	Bohan Fang - Gamma II conjecture and HMS for toric Fanos Periods in Mirror Symmetry icms mirror integration category symmetry potential torque equation class solution expansion infinity gamma side cycle answer symbols direction question connexion identification From Greg McCracken 0 likes 6 plays 0 Licence Type All rights reserved Date Created September 20th, 2022
01:07:29 Johannes Walcher - Lecture series: Extended… Johannes Walcher - Lecture series: Extended Mirror Symmetry	Johannes Walcher - Lecture series: Extended Mirror Symmetry Periods in Mirror Symmetry icms thing symmetry mirror question quintic things bundle periods side class equation point term genus category vector statement theory moms matrix From Greg McCracken 0 likes 11 plays 0 Licence Type All rights reserved Date Created September 20th, 2022
01:30:04 Chloe Martindale - Isogeny-based cryptography:… Chloe Martindale - Isogeny-based cryptography: why, how, and what next?	Chloe Martindale - Isogeny-based cryptography: why, how, and what next? Subtitles will be added at a later date. 28 July 2022 Foundations and Applications of Lattice-based Cryptography Chloe Martindale, University of Bristol Isogeny-based cryptography: why, how, and… icms foundations applications lattice cryptography things thing point curve bit points picture key curves graph degree kernel idea lattices infinity equation secret alice action scheme From Greg McCracken 0 likes 20 plays 0 Publisher Liam Holligan Licence Type All rights reserved Language English Date Created August 2nd, 2022 Retain Source File Yes
15:12 Selection on multiple traits in AlphaSimR - Part 3 Selection on multiple traits in AlphaSimR - Part 3	Selection on multiple traits in AlphaSimR - Part 3 Now we explore the multi-trait selection in AlphaSimR so that we can design a sustainable and holistic approach to breeding productive and resilient individuals. This involves consideration of the… selection individuals matrix trade change population generations values traits trait generation base covariance plot means correlation equation vector phenotype variance From Qiaojun Yan 0 likes 9 plays 0 Licence Type Creative Commons - Attribution Share A Like
09:02 Selection on a single trait in AlphaSimR - Part 2 Selection on a single trait in AlphaSimR - Part 2	Selection on a single trait in AlphaSimR - Part 2 In this vignette, we will learn about simulating selection to improve a single trait and explore some of the intricacies of the breeder’s equation. (Part 2) selection values generation individuals phenotype parents differential equation generations variance population response simulation prediction heritability bit scheme loop variances weather From Qiaojun Yan 0 likes 15 plays 0 Licence Type Creative Commons - Attribution Share A Like
51:36 Mean-field models for segregation dynamics -… Mean-field models for segregation dynamics - Marie-Therese Wolfram	Mean-field models for segregation dynamics - Marie-Therese Wolfram From Individual to Collective Behaviour in Biological and Robotic Systems Mean-field models for segregation dynamics University of Warwick Marie-Therese Wolfram icms density model kind function bit formation species particles dynamics velocity equation aggregates models thing sense position individuals segregation term space From Iain Cms 0 likes 11 plays 0 Licence Type All rights reserved Date Created July 1st, 2022
01:49:29 Phase Behaviour, Biased Ensembles and Optimal… Phase Behaviour, Biased Ensembles and Optimal Control of Active Particles - Mike Cates	Phase Behaviour, Biased Ensembles and Optimal Control of Active Particles - Mike Cates From Individual to Collective Behaviour in Biological and Robotic Systems Phase Behaviour, Biased Ensembles and Optimal Control of Active Particles DAMTP, University of Cambridge Mike Cates icms density phase particles function particle rate equation model rho energy kind thing process potential separation gradient dynamics speed reversal theory From Iain Cms 0 likes 36 plays 0 Licence Type All rights reserved Date Created June 30th, 2022
30:32 Active Brownian Particles and chemotaxis - Oscar… Active Brownian Particles and chemotaxis - Oscar de Wit	Active Brownian Particles and chemotaxis - Oscar de Wit From Individual to Collective Behaviour in Biological and Robotic Systems Active Brownian Particles and chemotaxis University of Cambridge Oscar de Wit icms particles chemical particle model angle gradient linear bit field diffusion stability pde behaviour equation direction term process drift position sensitivity From Iain Cms 0 likes 43 plays 0 Licence Type All rights reserved Date Created June 29th, 2022
55:15 Flocks, mills, and platoons: from ad-hoc design… Flocks, mills, and platoons: from ad-hoc design to optimality-based formulation - Dante Kalise	Flocks, mills, and platoons: from ad-hoc design to optimality-based formulation - Dante Kalise From Individual to Collective Behaviour in Biological and Robotic Systems Flocks, mills, and platoons: from ad-hoc design to optimality-based formulation Imperial College London Dante Kalise icms control problem gradient optimization function conditions things instance dynamics equation optimality samples condition bit feedback consensus agents linear point agent From Iain Cms 0 likes 32 plays 0 Licence Type All rights reserved Date Created June 29th, 2022
51:11 Geometry and topology in collective dynamics… Geometry and topology in collective dynamics models. - Pierre Degond	Geometry and topology in collective dynamics models. - Pierre Degond From Individual to Collective Behaviour in Biological and Robotic Systems Geometry and topology in collective dynamics models. CNRS, Institut de Mathematiques de Toulouse Pierre Degond icms frame rotation body model matrix vector theta fact direction equation solution dynamics particles instance bit representation point matrices angle epsilon From Iain Cms 0 likes 38 plays 0 Licence Type All rights reserved Date Created June 28th, 2022
47:00 From Individual to Collective Behavior:… From Individual to Collective Behavior: Langevin/Fokker-Planck, Population Coding, and System Scalability - Heiko Hamann	From Individual to Collective Behavior: Langevin/Fokker-Planck, Population Coding, and System Scalability - Heiko Hamann From Individual to Collective Behaviour in Biological and Robotic Systems From Individual to Collective Behavior: Langevin/Fokker-Planck, Population Coding, and System Scalability University of… icms robots bit robot controller equation swarm level types model size vector assumptions density kind solo response function approach things population From Iain Cms 0 likes 23 plays 0 Licence Type All rights reserved Date Created June 27th, 2022

Search for tag: "equation"

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