Speaker
Shuning Wang
Title
Scheduling in omnidirectional relay wireless networks
Abstract
The
capacity
of
multiuser
wireless
network,
including
the
achievable
rate
region
and
the
converse
part,
has
always
been
a
hot
research
topic.
This
thesis
mainly
works
on
the
achievable
region
of
the
all-source
all-cast
problem
with
omnidirectional
relay
scheme.
In
order
to
better
understand
this
problem,
we
first
describe
the
half-duplex
model
on
the
one-dimensional
and
two-dimensional
regular
networks.
And
we
present
an
optimal
operation
scheme
for
them
to
have
the
maximum
achievable
rate.
For
the
one-dimensional
general
network,
we
proposed
an
achievable
region
that
indicates
valued
improvement
compared
to
the
previous
results.
In
the
full-duplex
model
of
the
one-dimensional
general
network,
the
maximum
achievable
rate
is
presented
with
a
simpler
proof
in
comparison
with
the
previous
results.
In
this
thesis,
we
also
show
some
discussions
on
more
general
networks.