No
|
Authors
|
Title
|
Source
|
Summary of reported
research
|
Strength of reported
invention
|
Weaknes of reported
invention
|
1.
|
- Demin Wang
- Liang Zhang
- Andre Vincent
|
Motion-Compensated Frame Rate Up-Conversion – Part I
: Fast Multi-Frame Motion Estimation
|
IEEE Transaction on Broadcasting
|
This paper make a new idea in topic frame rate
up-conversion (FRUC) with new method, that never been used before
|
- It improve the frame rates to a higher value, so the material can be
displayed with smooth motion and high perceived quality
|
- Not able to detect all occluded areas, thus, a more sophisticated
algorithm may be needed to help further improve the performance of the
proposed algorithm
|
2.
|
Siavash M. Alamouti
|
IEEE Journal
Oct 1998
|
This paper presents a simple two-branch transmit diversity scheme. Using two transmit antennas and one receive antenna
the scheme provides the same diversity order as maximal-ratio
receiver combining (MRRC) with one transmit antenna, and two receive antennas.
|
- the scheme may easily
be generalized to two transmit antennas and M receive
antennas to provide a diversity order
of 2M
- does not require any bandwidth expansion
- does not require any feedback from the receiver
to the transmitter
- its computation complexity is similar to MRRC
|
- If the system is radiation power
limited, in order
to have the same total
radiated power from two
transmit antennas the
energy allocated to each symbol should be halved.
This results in a 3-dB penalty
in the
error performance
- For the two-branch diversity scheme,
the delay is two symbol periods if using same carrier
frequency
- To provide sufficient
decorrelation :
a.
At the base station receiver, antenna must be
on the order of ten wavelengths apart
b.
At the remote station, antenna must be on the order of three
wavelengths apart
|
|
3.
|
Ralph O. Schmidt
|
IEEE Journal
March 1986
|
The approach presented here for multiple signal classifica tion is very
general and of wide application. The method
is interpretable in terms of the geometry of complex
M spaces
wherein the eigenstructure of the measured S matrix plays
the central role.
|
A description is given of the
multiple
signal
classification (MUSIC) algorithm, which
provides asymptotically unbiased estimates of
1) number of incident wavefronts present;
2)
directions of arrival
(DOA) (or emitter locations);
3) strengths and cross
correlations among the incident
waveforms;
4) noise/interference strength.
|
No
assumptions have been made about
array geometry. The
array elements may be
arranged
in
a
regular
or
irregular
pattern and may differ or be identical in directional character-istics (amplitude/phase) provided their polarization character-istics are all identical.
|
|
4
|
Olusegun
A. Aboaba
|
AASCIT
Communications; February 20, 2015
|
In
signal analysis, the signals to be detected usually contain unknown
parameters such as amplitude, time delay, phase, and
frequency;
these parameters must be estimated prior to the signal detection. The
techniques used to estimate these signal parameters can be broadly classified
into two main categories known as parametric and non-parametric methods. This
paper presents a review of these signal parameter estimation techniques.
|
This paper compare all of the estimation methods and
has a summary of the advantages and
disadvantages of these signal parameter estimation methods.
|
Only comparing all of te estimation method. This
paper not give the best method of estimation calculation.
|
|
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