Welcome!
CV and more
- Abstract nonsence
- Applied mathematics
- biology
- Biology Direct
- Career
- chaos
- Complexity
- Complex Networks
- conferences
- Coursera
- CRISP-Cas system
- Delta-function
- Differential equations
- diversity
- dynamical systems
- Epidemics on networks
- Error threshold
- Evolution
- Evolutionary game theory
- evolution of altruism
- Facts
- genetic code
- h-index
- heterogeneous models
- Heterogeneous populations
- HGT
- High energy physics
- History
- Human evolution
- Humor
- ID
- interview
- jobs
- journals
- kin selection
- Lamarckian evolution
- Lecture Notes
- lytdybr
- Math 266: Intro to ODE
- Math 483: PDE
- Math 484: Math in Biology
- Math 760: ODE I
- Math 767: Mathematics of Networks
- Math and Bio
- Math Club
- Mathematica
- mathematical epidemiology
- MFET2010
- money
- Natural selection
- NDSU
- open access
- PDE
- Peer review
- Perelman
- permanence
- Population genetics
- Postdoc position
- Presentations
- Protein folding
- publishing
- publish or perish
- quasispecies
- random graphs
- Reading books
- Replicator equation
- Social choice
- spatial solutions
- Statistical physics
- Statistics does not lie
- teaching
- textbook
- tree of life
- University
- video courses
Tag Archives: Differential equations
PDE Coffee Table Book
I stumbled upon The (Unfinished) PDE Coffee Table Book, which can be quite useful for future courses on PDE. Here is the link.
Posted in Applied Mathematics, Teaching, Uncategorized
Tagged Differential equations, History, Math 483: PDE
Leave a comment
Graduate differential equations I at NDSU this Fall
This Fall I will be teaching, among other courses, an introductory graduate course on Ordinary Differential Equations. This is actually one of my favorite courses, which, among other things, shows how actually mathematics is being developed, contrary to more abstract … Continue reading
Posted in Lecture Notes, Math 760: ODE I, NDSU, Teaching
Tagged Differential equations, Math 760: ODE I, NDSU, teaching
Leave a comment
Hilbert’s 16-th problem solved. Or not?..
Hilbert’s 16th problem. When variational principles meet differential systems Jaume Llibre, Pablo Pedregal We provide an upper bound for the number of limit cycles that polynomial differential systems of a given degree may have. The bound turns out to be … Continue reading