by semester | by teacher| all | Algebra/Geometry | Probability | Analysis | Statistics

2015-2016

Schedule of courses 2015-2016

Fall year 1 Bachelor Spring year 1 Bachelor
Analyse 1
van Gaans
Caleidoscoop
Finkelnberg
Lineaire algebra 1
van Luijk
Wiskundige structuren
Kalle
Programmeermethoden
(LIACS)

Algebra 1
Streng
Analyse 2
Hupkes
Inleiding kansrekening
den Hollander
Modelleren
(Delft)

Fall year 2 Bachelor Spring year 2 Bachelor
Algebra 2
Bright
Gewone differentiaalvergelijkingen (Analyse 3)
Doelman
Inleiding statistiek
Gill
LPC-Studentenseminarium
Finkelnberg
Lineaire algebra 2
van Luijk
Optimalisering (Besliskunde 1)
Leo van Iersel
Random walks (y2 or 3)
Avena

Algebra 3
de Smit, Stevenhagen
Complexe functietheorie (Analyse 4)
Chirilus-Bruckner
LPC-Studentenseminarium
Finkelnberg
Topologie
Bruin
Projectieve meetkunde (y2 or 3)
Finkelnberg
Modelleren en simulatie
(Delft)
Numerieke methoden 1
(Delft)
Partiële differentiaalvergelijkingen
(Delft)

Fall year 3 Bachelor Spring year 3 Bachelor
Besliskunde A
Dorsman, Spieksma
Differentiable manifolds 1
van der Veen
Verzamelingenleer
Hart
Commutative algebra (BM)
Biesel
Complex networks (BM)
den Hollander, Garlaschelli (LION), Plaat (LIACS)
Diophantine approximation (BM)
Evertse
Introduction to algebraic topology (BM)
Zalamansky
Introduction to dynamical systems (BM)
Rottschäfer
Linear analysis (BM)
de Jeu
Measure theory (BM)
Hille
Multiscale Mathematical Biology (BM)
Merks
Probability seminar (BM)
Avena, Verbitskiy

Bachelor seminarium algebra, meetkunde
de Jong, Stevenhagen, Lenstra
Bachelor seminarium analyse, stochastiek, besliskunde
de Jeu, Schmidt-Hieber, van der Vaart
Besliskunde B
Spieksma
Differentiable manifolds 2
Lubke
Bifurcation and chaos (BM)
Rottschäfer
Coupling theory (BM)
Avena
Curves over finite fields (BM)
Lorenzo Garcia
Dynamical systems seminar (BM)
Rottschäfer, Chirilus-Bruckner
Ergodic theory and fractals (BM)
Kalle, Verbitskiy
History of mathematics (BM)
Blåsjö, Hogendijjk
Mathematical biology: the virtual cell (BM)
Hille
Representation theory of finite groups (BM)
Richard

Fall master Spring master
Elliptic curves (MM)
Streng, Bright
Functional analysis (MM)
van Gaans, Genoud
Lerarenvak Fundamenten (MM)
Edixhoven, van den Bogaart
Mathematical biology (MM)
Hille, Planque (VU)
Markov decision processes LNMB/UU bl.1
Spieksma
Advanced statistical computing
Gill
Hidden Gibbs models
Verbitskiy
Mathematics for statisticians
Sewalt
Statistical computing with R
Kampert
Statistical learning
van Erven

Algebraic geometry (MM)
de Jong, Holmes
Modular forms (MM)
Bruin, Dahmen (VU)
Partial differential equations (MM)
Hupkes, Hulshof (VU)
Stochastic processes (MM)
Spieksma
Time series (MM)
Gugushvili
Forensic statistics and graphical models
Gill
Functional analysis seminar
de Jeu, van Gaans
Information theoretic learning
Grünwald, Nishant Mehta
Mathematical statistics
Schmidt-Hieber
Topics in algebraic geometry
Edixhoven

Fall service Spring service
Statistiek 1 BFW bl.1
van Mil
Statistiek 2 BFW bl.2
van Mil
Advanced Statistics BIO bl.1
van Mil
Continue wiskunde 1 (IE Den Haag) bl.1
de Jong
Continue wiskunde 1 (INF) bl.1
Evertse
Lineaire algebra 1 (IE Den Haag) bl.2
de Jong
Lineaire algebra 1 (INF) bl.2
Holmes
Calculus 1 voor LST bl.1
Hupkes
Statistiek LST bl.1
van der Vaart, van Mil
Calculus LUC bl.1
Biesel
Calculus 2 (MST, 3ec) bl.2
Bruin
Analyse 1NA
Kooman
Analyse 3NA
Chirilus-Bruckner
Lineaire algebra 1NA
de Smit
Lineaire algebra 2NA
Kooman
Statistiek AN
Gugushvili

Calculus BFW bl.4
Kooman, van Mil
General Research Skills BIO
van Mil, Klinkhamer, Regensburg-Tuink
Continue wiskunde 2 (INF) bl.3
Evertse
Lineaire algebra 2 (INF) bl.4
Holmes
Lineaire algebra IE oude stijl
Holmes
Statistics LUC bl.3
van der Pas
Statistics LUC bl.3
van Erven
Statistics LUC bl.3
Ray
Statistics LUC bl.3
Taati
Statistics LUC bl.3
Lorenzo Garcia
Statistics LUC bl.3
Sofos
Statistics LUC bl.3
Yan
Mathematical modelling LUC bl.4
Javanpeykar
Mathematical modelling LUC bl.4
Ziemlanska
Mathematical modelling LUC bl.4
Bethuelsen
Mathematical modelling LUC bl.4
van der Veen
Mathematical reasoning LUC bl.4
Stanojkovski
Mathematical reasoning LUC bl.4
Pulvirenti
Mathematical reasoning LUC bl.4
Jovanovski
Mathematical reasoning LUC bl.4
Bright
Mathematical reasoning LUC bl.4
Milovic
Quantitative Research Methods LUC bl.4
Schmidt-Hieber
Analyse 2NA
Kooman
Wiskundige methoden van de natuurkunde
Kooman

Fall other Spring other

Lapptop/Pre analyse bl.3
van Gaans

In this list mastermath courses are included only if they have an instructor from the MI