175 search results for “fokkerplanck equations” in the Public website

Diophantine equations in positive characteristic
In this thesis three different topics in number theory are studied.

Deterministic equation solving over finite fields
Promotor: H.W. Lenstra

Geometric approach to evolution problems in metric spaces
Promotor: S.M. Verduyn Lunel, Copromotor: O.W. van Gaans

Blowup in the complex GinzburgLandau equation
Promotor: A. Doelman, Copromotor: V. Rottschäfer

Effective Methods for Diophantine Equations
Promotor: R. Tijdeman

Long term dynamics of stochastic evolution equations
Promotor: S.M. Verduyn Lunel, Copromotor: O. van Gaans

A fixed point approach towards stability of delay differential equations with applications to neural networks
Promotor: S.M. Verduyn Lunel, CoPromotor: O.W. van Gaans

Invariant manifolds and applications for functional differential equations of mixed type
Promotor: S.M. Verduyn Lunel

Travelling patterns on Discrete Media
This thesis describes how complex and realworld relevant analytical solutions can be found starting from a simple Nagumo problem posed on one or twodimensional lattices.

Studying abstract mathematical equations using tangible surfaces
On January 5, Rosa Winter will obtain her doctorate in arithmetic geometry. She researched solutions of equations that define socalled ‘del Pezzo surfaces’. ‘I like geometry because I can imagine and draw the shapes and objects,’ says Winter. ‘That makes abstract mathematics feel more tangible.’

Exhibition 'The Drake Equation'  online
In Green Bank, Virginia are some giant radio telescopes which astronomers use to study objects deep in space. Because these telescopes are built to capture very faint redio signals, the area around the observatory is officially a 'radioquiet' zone, without WiFi, radio or Cell signal. Photographers…

Plankton and tumours captured in mathematical equations
Plants that grow in patterns of stripes on the edge of deserts, plankton that live on the sea bed or oscillate in the water, and melanomas that spread throughout the body. Mathematician Lotte Sewalt discovered the common elements in these three systems. PhD defence 8 September.

Mathilde Verdam
Faculteit der Sociale Wetenschappen

Henk Kelderman
Faculteit der Sociale Wetenschappen

Large Time Behaviour of Neutral Delay Systems
Promotor: S.M. Verduyn Lunel

8th wall formula about the Van der Waalsequation for gases
Despite the rain and awful weather, the painting job has been finished within a week. The Van der Waalsstate equation is the eighth Leiden wall formula.

The Robinson congruence in electrodynamics and general relativity
Promotor: Prof.dr. D. Bouwmeester

The parabolic Anderson model and longrange percolation
Promotor: Prof.dr. F. den Hollander

Bayesian Inference for Gaussian Models
This dissertation studies the Asymptotics of Bayesian nonparametric inference for Gaussian linear models.

Hydrodynamics and the quantum butterfly effect in Black Holes and large N quantum field theories
Why do black holes emit thermal radiation? And how does a closed quantum system thermalize?

Noisy Patterns: Bridging the gap between stochastics and dynamics
In this thesis, we study travelling waves in stochastic reactiondiffusion equations. We extend techniques from the deterministic theory for travelling waves to apply to the stochastic version, which allows us to compute the stochastic wave speed and shape, and draw conclusions on the stability of the…

Julian Karch
Faculteit der Sociale Wetenschappen

Patterns in natural systems
Promotor: A. Doelman, Copromotores: P.J.A. van Heijster; A. Zagaris

Christian Hamster
Science

Joost Beltman
Science

Counting points on surfaces
van Luijk

Martin Bright
‘Wild’ might not be the first word that springs to mind when you think about mathematics. But there is, most definitely, a wild side to this research area, consisting of problems that are extremely elusive and difficult to ‘tame’. Martin Bright works on one of these problems. His aim is to tame the…

Willem SchoutenStraatman
Science

Quantum local asymptotic normality and other questions of quantum statistics
Promotor: R. Gill, Copromotor: P. Massart

A recipe for desert: analysis of an extended Klausmeier model
Promotores: Arjen Doelman, Jens Rademacher, Max Rietkerk

Modelling the role of cytotoxic T lymphocytes in tumour regression
Immunotherapies for cancer are an emerging class of therapeutic strategies which aim to treat cancer via augmentation of the immune system.

From wine tears to cloud transport: large mathematical conference in Leiden
The winner of the highest scientific distinction in mathematics, an explanation for wine tears and much more mathematical theory and application. From 8 to 12 July, 550 mathematicians will meet in the center of Leiden to discuss differential equations.

Diophantine equations in positive characteristic
PhD Defence

Summer school
In the week of July 1st  5th there will be a summer school on "Data science for dynamical systems" at the Lorentz Center in Leiden.

Koenraad Schalm Group (String Theory and Experiment)
Truth is stranger than fiction. In 1997 Juan Maldaceña discovered a remarkable dictionary that translates equation for equation the physics of black holes in string theory into the more conventional physics of quantum mechanics of interacting particles. The remarkable possibility exists that…

Equadiff 2019, July 812 2019
The Equadiff conferences are a series of international meetings devoted to the field of differential equations in the broadest sense. Spread all over Europe, recent locations include Bratislava (2017), Lyon (2015), Prague (2013), Loughborough (2011), Brno (2009), Vienna (2007), Bratislava (2005),…

Waves and Patterns in Discrete Media: Bridging the Gaps
What happens to electrical waves that have to cross gaps in insulation material around nerves in the human body

HEPGAME
HEPGAME is a research project that combines the world’s fastest computer algebra system for High Energy Physics equations, FORM, with insights from artificial intelligence. The name combines High Energy Physics and Games.

Studies of dust and gas in the interstellar medium of the Milky Way
Promotor: Prof.dr. A.G.G.M. Tielens, CoPromotor: J.B.R. Oonk

Spin dynamics in general relativity
Promotor: J.W. van Holten

Patterns on Spatially Structured Domains
We consider the propagation of electrical signals through nerve fibres.

Old Observatory Leiden
The Old Observatory Leiden is the oldest remaining university observatory in the world. This historical monument still plays an educational role for the University and the city of Leiden. On this website you will find information about the history of the observatory, as well as information…

Algebra, Geometry and Number Theory
The research of the Algebra, Geometry and Number Theory programme ranges from fundamental mathematical theory to algorithms and applications.

Enumerative arithmetic
This thesis consists of three chapters. Each chapter is on a different subject. However, all three chapters address issues that arise in counting arithmetically interesting objects.

Programme structure
The research specialisation offers you the opportunity to spend two full years on training in applied mathematics to become an independent scientist with a strong theoretical basis.

Quantitative Particle Tracking
Brownian motion is the random motion of (colloidal) particles due to collisions with the atoms and molecules of the solvents, which are moving due to temperature.

The Prehistory of Asia Minor
From Complex HunterGatherers to Early Urban Societies

Küçük Asya'nın Tarihönces
Karmaşık AvcıToplayıcılardan Erken Kentsel Toplumlara

Propaganda Art from the 20th to the 21st Century
This study by artist Jonas Staal explores the development of propaganda art from the 20th to the 21st century.

Counting points on K3 surfaces and other arithmeticgeometric objects
This PhD thesis concerns the topic of arithmetic geometry. We address three different questions and each of the questions in some way is about counting how big some set is or can be.