The Literary Group
Our next speaker, soon to be here
comes from Deutschland, not very near.
Martin Bohner is he,
and all will agree,
its a long way to come for a beer.
Existence and Oscillation Problems for Sturm-Liouville Eigenvalue Problems
Wednesday March 17, 1993 3 30 PM
Room 251
Martin was one of our exchange students from Ulm. He is a great devotee of Salazars Mexican cafe, to which we always migrated after the literary groups in those days. Any other excuse was also sufficient.
Department of Mathematical Sciences
Colloquium
Martin Bohner
University of ULM
An Oscillation Theorem for Sturm-Liouville Difference Equations with Separated Boundary Conditions
Wednesday, September 1, 1993
3 30 PM BAM 261
It once was a dark Sturmy night
and in Liouville Kentucky the sight
of strange oscillations
for difference equations
gave dogs and young children a fright.
Martin later completed his Ph. D. writing on this topic and this limerick appears at the beginnning of the thesis.
The Literary Gruppe
is again visited by
Martin Bohner
Jacobi's Condition for Discrete Quadratic Functionals
Thursday June 9, 1994 3:30 PM , BA 261
When seeking a bottom or top,
you'd like to know when you can stop,
and Jacobi's condition
gives you welcome permission
to say, "This one's the best of the crop."
Jacobi conditions are sufficient conditions for an extremum, like the second derivative test.
The Literary Group
is resurrected by
Martin Bohner
who speaks on variations on a theme of Weierstra
bDiscrete Field Theory
A Discrete version of the Fundamental Theorem of Weierstra
bFriday, February 6, 1998
, 3 30 PMBAM 261
There once was a fellow from Ulm
who took a variant up to his room.
They both were discreet
and wouldnt repeat
a word to Ken Starr; that spells Doom!
of the University of Missouri-Rolla
who will speak on
Laplace Transform and Z Transform -- Unified!
Thursday March 27, 2003, 3:30-4:30 p.m. CG-314
Martin's new theory of scales
Is good from amoebas to whales.
This fella from Rolla
Is a hard act to folla,
'cause his Z-transform's power ne'er fails.