selected past string entertainment
- i.brunner, m.lynker and r.s.
- phase transitions between f & m-theory vacua on calabi-yau
fourfolds
unification of m-theory and f-theory calabi-yau fourfold vacua,
hep-th/9610195
- b.hunt, m.lynker and r.s.
- extends the construction of our paper hep-th/9512138
to higher codimension fibrations and conifold transitions
heterotic/type II duality in d=4 and string/string duality
hep-th/9609082
- r.blumenhagen, r.s. and a.wisskirchen,
- discovery of (0,2) mirror symmetry
(0,2) mirror symmetry,
hep-th/9609167
- i.brunner and r.s.,
- performs a duality check for f-theory in four dimensions
on calabi-yau fourfolds.
f-theory on calabi-yau fourfolds,
hep-th/9606148
- b.hunt and r.s.,
- using the simple geometric structure of k3 fibration the
perturbative heterotic gauge structure of type II cy
compactifications can be derived without recourse to the adiabatic
limit.
heterotic gauge structure of k3-fibered calabi-yau manifold,
hep-th/9512138
- m.lynker and r.s.,
- describes weighted conifold transitions between k3 fibrations
and the extension of mirror symmetry to the boundary of
moduli space.
conifold transitions and mirror symmetries,
hep-th/9511058
- r.blumenhagen, r.s. and a.wisskirchen,
- describes the first exact solution of (0,2) calabi-yau
sigma models
the (0,2) exactly solvable structure of landau-ginzburg theories,
chiral rings and calabi-yau manifolds,
hep-th/9510055
- r.s.
- shows that the moduli space of cy manifolds features
so-called `scaling'
scaling behavior in string theory,
hep-th/9412077
- r.s.
- a geometric projection on the cohomology of so-called
`special fano varieties' identifies the string spectra of particular
landau-ginzburg theories and provides a manifold interpretation of
these models.
- mirror symmetry and string vacua from a special class of fano
varieties, hep-th/9405086
- critical superstring vacua from noncritical manifolds: a novel
framework for string compactification and mirror symmetry,
hep-th/9210062
- a.klemm and r.s.
- useful as a resource for pairings in string duality is the
class of all landau-ginzburg string vacua.
landau-ginzburg string vacua,
hep-th/9204060
(a non-texed form of the list, more useful for work, can be
downloaded from the
calabi-yau home page.)
- j.morse and r.s.
describes how the spectrum of marginal operators differs in
the topological phase of the heterotic
as compared to the cft phase.
topological phases of the heterotic string,
hep-th/9202
- m.lynker and r.s.
- describes a mirror transformation in the context of
landau-ginzburg theories based on frational transformations.
this fractional mirror transform contains and generalizes
the mirror construction via orbifolds.
landau-ginzburg theories as orbifolds, pl b249(1990)249
- p.candelas, m.lynker and r.s.
- the co-discovery of mirror symmetry
calabi-yau manifolds in weighted p4, np b341(1990)383
- p.candelas, a.dale, a.lütken and r.s.
- the introduction of conifold transitions between calabi-yau
manifolds
complete intersection calabi-yau manifolds, np b298(1988)493
- r.s.
- the unique exactly solvable 3generation calabi-yau manifold
- a new construction of a 3generation calabi-yau manifold, pl b193(1987)175
- heterotic (2,2)-vacua: manifold theory and exact results,
np b342(1990)237
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