0:00:14oh okay the title of all these you V C C discrete fractional was similar
0:00:20optimal to for me its application i and is to show a formation of telling them word
0:00:27this is a a a a lot all at give something to actually a and that is quite a to
0:00:32a a a five week of a fun
0:00:35and we describe she's point
0:00:38and and we propose some fishing
0:00:41how front fall and we some of feature
0:00:44and make a convolution
0:00:45right
0:00:48like you that you know that you know discrete issue for us one four
0:00:54is uh
0:00:55come to new
0:00:56for to for use five or discrete version
0:00:59and this
0:01:01discrete for to real fun
0:01:03it's a generalized all a combination of we use one for
0:01:07we can to be a
0:01:08by a one party to be called of fractional of the
0:01:12and the
0:01:14right now they are many existing discrete fractional
0:01:19or a signal that's also just that much of my
0:01:22i to be the you have i have D
0:01:25right than
0:01:26D T you of the dct a fraction the discrete an for four
0:01:31and the only sixty
0:01:33one that that only important holds one for we need
0:01:37mobile and square compress
0:01:42and that will propose
0:01:45and new discrete fractional what what's one form the all that can be due to little although and to the
0:01:51one point five
0:01:52computation
0:01:54and the
0:01:55this a new only use of fractional will
0:01:58wrote you all that has small remote and four
0:02:01and uh
0:02:03what's of hot five or was that
0:02:05it's
0:02:06this free
0:02:07yeah base
0:02:08transform or and the
0:02:10in the reference for
0:02:12thirty
0:02:13it is quite a all all this kind of the how far as well
0:02:18and the
0:02:19in the last
0:02:20to to right S
0:02:22they try to use this front wall to deduce the
0:02:26uh a solution
0:02:27compress T
0:02:31and
0:02:33it this paper we try to
0:02:35fraction of
0:02:36how fun what we said to have a
0:02:38to to do you C is
0:02:40the press
0:02:41we we be
0:02:42you near to the whole and compress B
0:02:45we also a prior of this you if you transform to
0:02:48you could you the digital made
0:02:53and
0:02:53for we tried to define the hot spot all i already made to use the dft base
0:03:00or or a signal four
0:03:02it's more efficient than the
0:03:04yeah i
0:03:05and this this is this that and are probably meant to put that but we uh for
0:03:14and uh this we deal with
0:03:17that
0:03:18"'kay" by K
0:03:19yeah signs minutes
0:03:21a a five for is the or is just by
0:03:25this this side for quality board that i i that at macy's
0:03:29that this is a a week old of a one for
0:03:32but the time you will be case we have like a square
0:03:39and i i of so that that and my point
0:03:42a quite or
0:03:43this this
0:03:45nine one five part
0:03:47and this
0:03:48night for five times okay
0:03:51can be created
0:03:52three separate
0:03:54the the energy five
0:03:56such a this slide
0:03:57so we have this three
0:03:59paul all D T and three separate
0:04:03make a a a a a a five my point five
0:04:08all
0:04:10case we a point a five
0:04:12it
0:04:13but
0:04:14a that right
0:04:16yeah
0:04:18i
0:04:19and it's
0:04:19a case where
0:04:24oh okay
0:04:26okay my
0:04:27case where i
0:04:28and a pressed where
0:04:30and
0:04:31okay
0:04:33all that i five more C
0:04:39and
0:04:40yes very nice but
0:04:43it's your sorry
0:04:45the uh
0:04:46a five four hundred and i
0:04:50and it's
0:04:51man
0:04:53it's
0:04:53are
0:04:54if you the
0:04:56i
0:04:57i
0:04:58you where
0:04:59come i that you mess
0:05:02a
0:05:04how to find a a i can by it would is hot five four
0:05:08if we can find that
0:05:11i got back so you get
0:05:13that
0:05:14this is a a a a a little places
0:05:16that the
0:05:17but the at i got back to a call for that the
0:05:20the i that it is uh also a lot but is this will become the
0:05:24i i got back self a
0:05:30and uh i got back a
0:05:33also do you like to the D T eigen very
0:05:37yeah yeah yeah i
0:05:39oh
0:05:40i
0:05:44i
0:05:45and this is a a a a a a more recently
0:05:48i i you just
0:05:50i this could
0:05:52that will be the hot
0:05:53i got my much research
0:05:56and that come
0:05:57a few minutes
0:05:59if we can find that come really is
0:06:02to that or if the D M C
0:06:05a
0:06:06that this
0:06:07coming to at is called it that identity
0:06:10where you can be able to the fast five five
0:06:18and we tried for
0:06:21should no
0:06:22a so
0:06:25we are
0:06:25a a fraction of this
0:06:28a a a a a a i mean it's
0:06:30that is not a
0:06:32oh get the fraction at six
0:06:35a it's this is i i i with yes
0:06:37fraction i got that you a couple of this with uh
0:06:42you
0:06:43a a fraction all time
0:06:45it
0:06:50there are
0:06:51become identity matrices
0:06:53if this fragile all the is equal to one of this can be handy
0:06:58uh some basic the dog may six
0:07:00so the
0:07:01for G Y and that the all of you to get any kind of a
0:07:06actual all the say like the the old the three
0:07:09that's we called them
0:07:10flexible the T
0:07:13i
0:07:14the fraction all the times use just this french all that is that we make use for the case in
0:07:19the fraction you i i'd you become come to the
0:07:22i that at that we get this five version of the facts you all the past
0:07:31we can
0:07:32oh
0:07:33i
0:07:33i
0:07:34but you know a five
0:07:38this is a in of one
0:07:42and uh we already mentioned that
0:07:44is these uh
0:07:46the
0:07:47and one
0:07:48five
0:07:50uh this is
0:07:51do do you by
0:07:53but
0:07:54but
0:07:55company
0:07:56for
0:08:00yeah know
0:08:04uh
0:08:05is a a is you are C is
0:08:07the because i
0:08:10and uh
0:08:11i i that
0:08:13we have
0:08:14i might get
0:08:15that would be
0:08:17and
0:08:18i
0:08:18for
0:08:20and all well
0:08:22yeah
0:08:23my and all the these
0:08:25you one three
0:08:27you you the three we
0:08:30five
0:08:36oh
0:08:36with a one
0:08:39uh i i
0:08:40a common
0:08:42a ha
0:08:46and you need to but it is uh
0:08:50make a a conjugate five this becomes i
0:08:56and
0:08:58i
0:08:59that that it is kind of an
0:09:02we can become come you this one that
0:09:05it
0:09:06L
0:09:07this is
0:09:08L Y and
0:09:09this is it all down and fine
0:09:13a you would be
0:09:15my and
0:09:16and L
0:09:17that L B by L C
0:09:20or or we and my yeah we we
0:09:23you you know all the
0:09:24all
0:09:25yes
0:09:26used to the
0:09:27you you i
0:09:29yeah
0:09:31and uh we try to
0:09:34you which is five
0:09:40i
0:09:41it's uh
0:09:43that
0:09:45and a but phase function
0:09:49just
0:09:49my i
0:09:51but face
0:09:53and uh
0:09:55that
0:09:57why
0:09:57a
0:09:58row
0:09:59oh
0:10:00i
0:10:02i
0:10:03i table
0:10:06we that i i i
0:10:09oh
0:10:10but three
0:10:11that and so i i
0:10:14i
0:10:15uh
0:10:15so
0:10:16at time
0:10:19get
0:10:20you
0:10:20you
0:10:22is this one
0:10:25we
0:10:28i
0:10:28i
0:10:30my by
0:10:32i i i
0:10:34i
0:10:36i
0:10:37i
0:10:38and i
0:10:40and is
0:10:41face
0:10:41with
0:10:42here
0:10:43okay
0:10:45a
0:10:49oh
0:10:51yes
0:10:52we
0:10:53i
0:10:55that
0:10:57she
0:11:00she where a
0:11:03right but
0:11:07we
0:11:09for sure
0:11:11it
0:11:13uh
0:11:20and this is uh experimental now
0:11:23say
0:11:24this is already
0:11:27and try to
0:11:28if
0:11:29this
0:11:30you quickly
0:11:32if i get the right now we can i buy
0:11:35you you get a role
0:11:37you know what have i become
0:11:44oh i i'm a convolutional
0:11:46this paper
0:11:47in this table we define the a discrete fractional hot trends so my probably what that whole french the D
0:11:53and D
0:11:54and identically man six
0:11:56and uh
0:11:57this
0:11:59yeah yeah why a T is more easy to use than the combination of one
0:12:03and the old compress the D
0:12:05can be reduced to a
0:12:06and to the one point five even but in the
0:12:09the the older with and
0:12:11and that is all also has a very good quality
0:12:15and then we uh to this
0:12:18to the you you the digital the image
0:12:20and this from one
0:12:25i
0:12:29we actually but a one time
0:12:31a time to question
0:12:32yeah wish
0:12:44uh
0:12:45i i have a well what too much
0:12:46actually the first one is computational you know that would you know how fast can well
0:12:51you you actually
0:12:52for a it's a uh
0:12:54for points
0:12:55for what when you by one twenty
0:12:57how that's can you with that
0:13:00so
0:13:02although the unit
0:13:03so
0:13:04maybe L
0:13:06hence
0:13:06steve
0:13:07okay be used that all
0:13:09sixty four
0:13:10square
0:13:12and uh
0:13:14the next question is have you uh
0:13:17i actually trying to well
0:13:19there are two of the regression
0:13:22um the techniques
0:13:24in terms of a a a trying to one
0:13:27size or and the you image
0:13:29but
0:13:30that's we have two
0:13:33to make more for these investigation but the
0:13:36double random phase
0:13:38uh uh two people wind up
0:13:40optical imaging could
0:13:42and i
0:13:43we tried a couple into a discrete version
0:13:46oh image
0:13:48so a double random phase
0:13:50we we should use uh
0:13:51it's a popular scheme able to go for you
0:13:54one right now we are doing that
0:13:56do you to image
0:13:59oh man
0:14:06oh okay
0:14:09the the that that she right now we have a
0:14:12i D
0:14:13right the face
0:14:14that's a lot of space
0:14:17and also for power
0:14:19that's of a fraction although
0:14:21how talk
0:14:22that's a
0:14:23a total she's space
0:14:26signal
0:14:43you