three days on painlevé equations and their applicationswebusers.fis.uniroma3.it/3dp/poster.pdfthree...

1

Three days on Painlevé equations and their applications 18-20 December 2014, Roma, Italy Invited Speakers: Mattia Cafasso (Université d'Angers) Boris Dubrovin (SISSA, Trieste) Galina Filipuk (Warsaw University) Basil Grammaticos (IMNC, University of Paris VII-XI, CNRS) Davide Guzzetti (SISSA, Trieste) Roy G. Halburd (University College, London) Viktor Novokshenov (Russian Academy of Sciences, Ufa) Andrew Pickering (Universidad Rey Juan Carlos, Madrid) Hidetaka Sakai (University of Tokyo) Tetsuji Tokihiro (University of Tokyo) Dipartimento di Matematica e Fisica, Via della Vasca Navale 84, 00146 Roma Dipartimento di Scienze, Viale Guglielmo Marconi 446, 00146 Roma Key Topics: Continuous and discrete Painlevé equations Applications of the Painlevé transcendents Painlevé and weak Painlevé property Distribution of poles of differential equations Scientific & Organizing Committee: Sandra Carillo (La Sapienza) Decio Levi (Roma3) Orlando Ragnisco (Roma3) Paolo Maria Santini (La Sapienza) Christian Scimiterna (Roma3) Federico Zullo (Roma3) http://webusers.fis.uniroma3.it/3dP/ e-mail: [email protected]

Upload: others

Post on 05-Nov-2020

2 views

Category:

Documents

0 download

Report

Download

Embed Size (px):

TRANSCRIPT

Page 1: Three days on Painlevé equations and their applicationswebusers.fis.uniroma3.it/3dP/Poster.pdfThree days on Painlevé equations and their applications 18-20 December 2014, Roma, Italy

Three days on Painlevé equations

and their applications

18-20 December 2014, Roma, Italy

Invited Speakers:

Mattia Cafasso (Université d'Angers) Boris Dubrovin (SISSA, Trieste) Galina Filipuk (Warsaw University) Basil Grammaticos (IMNC, University of Paris VII-XI , CNRS) Davide Guzzetti (SISSA, Trieste) Roy G. Halburd (University College, London) Viktor Novokshenov (Russian Academy of Sciences, Ufa) Andrew Pickering (Universidad Rey Juan Carlos, Madrid) Hidetaka Sakai (University of Tokyo) Tetsuji Tokihiro (University of Tokyo)

Dipartimento di Matematica e Fisica,

Via della Vasca Navale 84, 00146 Roma

Dipartimento di Scienze,

Viale Guglielmo Marconi 446, 00146 Roma

Key Topics:

Continuous and discrete Painlevé equations

Applications of the Painlevé transcendents

Painlevé and weak Painlevé property

Distribution of poles of differential equations

Scientific & Organizing Committee:

Sandra Carillo (La Sapienza)

Decio Levi (Roma3)

Orlando Ragnisco (Roma3)

Paolo Maria Santini (La Sapienza)

Christian Scimiterna (Roma3)

Federico Zullo (Roma3)

http://webusers.fis.uniroma3.it/3dP/ e-mail: [email protected]

Special polynomials associated with rational solutions of ... · 2.2. Bäcklund transformations of P V Frequently families of rational solutions of Painlevé equations are generated

18 Days. Four days We will be using fundamental trig identities from chapter 5 and algebraic manipulations to verify complex trig equations are in

Two nonlinear days in Urbino 2017, Electronic Journal of ...Two nonlinear days in Urbino 2017, Electronic Journal of Di erential Equations, Conference 25 (2018), pp. 103{131. ISSN:

From the KP hierarchy to the Painlevé equations

Trigonometric Equations Solving for the angle (The second of two note days and a work day) (6.2)(2)

18 Days. Five Days What equations did you come up with to model your data in the penny lab?

Solving Systems of Linear Equations and Inequalities · 2020. 8. 16. · Solving Systems of Linear Equations and Inequalities Chapter Overview and Pacing PACING (days) Regular Block

Moduli spaces for linear differential equations and the ... › article › AIF_2009__59_7_2611_0.pdf · MODULI SPACES FOR LINEAR DIFFERENTIAL EQUATIONS AND THE PAINLEVÉ EQUATIONS

Unit 4: Solving Rational Equations Days 1-3 Homework Day 1 ... · Unit 4 Name: Date: Integrated Math 4G: HMWK Unit 4: Solving Rational Equations – Days 1-3 Homework Day 1 Homework

· Paul Painlevé studied nonlinear differential equations with second order, which have no movable branch

Word Equations and Balancing Equations · PDF fileWord Equations and Balancing Equations ... balancing equations. • Write and balance equations originally expressed in words

École Paul Painlevé (Lyon 3)

The Painlevé paradox in contact mechanics arXiv:1601.03545v1

PURE IMAGINARY SOLUTIONS OF THE SECOND PAINLEVÉ … · 2019. 8. 1. · PURE IMAGINARY SOLUTIONS OF THE SECOND PAINLEVÉ EQUATION 2993 Equalizing constant terms will get 2C−6Bcos2φ=

Painlevé equations and orthogonal polynomialsare in terms ofparabolic cylinder functions. Walter Van Assche Painlev e equations and orthogonal polynomials Orthogonal polynomials on

Discrete Zγ and Painlevé Equations Sergey I. Agafonov and

Unit 1.1 Equations Quarter 1 Section Days Lesson Notes · 1.2 – 1.3 1 Solving Equations by Addition, Subtraction, Multiplying or Dividing 1.4 1 Solving Two-Step and Multi-Step Equations

Unit 1.1 Equations Quarter 1 Section Days Lesson Notescranstonmath.weebly.com/uploads/5/4/8/3/5483566/... · Unit 1.1 Equations Quarter 1 Section Days Lesson Notes 1.1 1 Variables

Geometric Asymptotics · Geometric Asymptotics Nalini Joshi for the ﬁrst Painlevé equation In collaboration with J.J. Duistermaat and H. Dullin

Laboratoire Paul Painlevé | UMR CNRS 8524

Research Article A Note on the Painlevé Property of …downloads.hindawi.com/archive/2014/125821.pdfA Note on the Painlevé Property of Coupled KdV Equations SergeiSakovich Institute

ANOTHER CLOSE ENCOUNTER: WHEN PAINLEVÉ I MEETS THE WAVE EQUATION

Equations & Balancing. Outline Word Equations Skeleton Equations Conservation of Mass Balanced Chemical Equations

UNIT 1 SOLVING EQUATIONS AND INEQUALITIES · UNIT 1 – SOLVING EQUATIONS AND INEQUALITIES Eureka Math Module 1, Topics C (Approximately 13 Days 8/8/19-8/26/19) Unit 1 Overview In

Research Article Power Geometry and Elliptic …downloads.hindawi.com/journals/ijde/2015/340715.pdfPower Geometry and Elliptic Expansions of Solutions to the Painlevé Equations AlexanderD.Bruno

Painlevé VI and Tracy-Widom Distributions in …...Intro L-functions Theory/Models Data Conjectures 3-Regular Graphs Goals of the Talk Painlevé VI in random matrix theory and number

Painlevé equations and complex reflections · group of the four-punctured sphere, or equivalently for finite branching solutions of the sixth Painlevé equation. Somewhat surprisingly

ANOTHER CLOSE ENCOUNTER: WHEN PAINLEVÉ I MEETS THE WAVE EQUATION R. GLOWINSKI & A. QUAINI

Sergey I. Agafonov and Alexander I. Bobenko- Discrete Z^γ and Painlevé Equations

Suggested Pacing: 2 Days - Prek 12 · 2016. 11. 29. · Suggested Pacing: 2 Days DAY 1 MAteriAls* essentiAl On YOur Own Questions A Fish Story: Using Variables, Expressions, and Equations

Painlevé equations from Nakajima-Yoshioka blow-up relations€¦ · Painlev e equations from Nakajima-Yoshioka blow-up relations Mikhail Bershtein Landau Institute & Skoltech Moscow,

Some General Solutions to the Painlevé – PII Equation (New Version 11/07/2014)

Painlevé Equations: Analysis and Applications

Chapter 9: Rational Expressions and Equations - Math … · 2017-08-04 · Rational Expressions and Equations Chapter Overview and Pacing PACING (days) ... Standardized Test Practice(pp

Some General Solutions to the Painlevé – PIV Equation