Math 2.0

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Sparse Signal Processing with Frame Theory XYCBKM4WKY

URIm2://res/XYCBKM4WKY
Kindpreprint
CreatorsDustin G. Mixon
Date2012-04-26
MSC46-XX, 94-XX
Subjectsarxiv math.FA, arxiv cs.IT, arxiv math.IT
Scopein

Expressions

e1: version, preprint

Languageen
Date2012-04-26
IdsarXiv 1204.5958

Items in this resource

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

ItemKindWhereSource
1JYK0TZ300definitiondefinition 43arxiv
Geometry of Steiner equiangular tight framesstatementtheorem 58arxiv
1PW7865M68statementtheorem 40arxiv
2G1MM9ZQRXstatementtheorem 34arxiv
2NZ6MPGW6Tstatementtheorem 13arxiv
383DTYV30Jstatementlemma 28arxiv
3BV3T8KP2Qstatementtheorem 33arxiv
Geometry of Gabor framesstatementtheorem 53arxiv
5HCDZ421JKstatementlemma 48arxiv
5VJJGBP2FBexampleexample 52arxiv
6MRSVHZKB6exampleexample 50arxiv
\textsc{Full Sparkproblemproblem 22arxiv
775R21ZJZMexampleexample 55arxiv
7B2VD7Q0GQstatementtheorem 18arxiv
7EZSP2FZ2Wstatementtheorem 66arxiv
83EDJJF20Ddefinitiondefinition 26arxiv
8XVGMT0SCRstatementtheorem 19arxiv
921SJQ8D1Pstatementtheorem 63arxiv
9JCFW7DEJ8statementtheorem 70arxiv
9SBFMVM6Y0statementlemma 39arxiv
9YQP9J0N1Gstatementtheorem 41arxiv
A4HM3Z5200statementtheorem 64arxiv
A6Y1NJQM24exampleexample 57arxiv
A8BRQ7REMRstatementtheorem 62arxiv
AEAG4F4MXCdefinitiondefinition 6arxiv
AXY5DS9JKFstatementtheorem 16arxiv
BFP3M7TPBTstatementtheorem 14arxiv
BJAST305XKexampleexample 61arxiv
D38TX4B98Bstatementtheorem 11arxiv
DA1JKZ5SMPexampleexample 59arxiv
E5PEHP62C5definitiondefinition 17arxiv
EH11JBY57Gproblemproblem 23arxiv
Welch boundstatementtheorem 3arxiv
FK64M4S41Sstatementlemma 21arxiv
FZNVEY6S5Mdefinitiondefinition 35arxiv
GC32N9ZC7Ystatementlemma 4arxiv
GW4W1MQSZ2statementlemma 12arxiv
HPQ03K83TQdefinitiondefinition 1arxiv
Geometry of chirp framesstatementtheorem 54arxiv
J96T66JTQCstatementtheorem 30arxiv
Constructing frames with low average coherencestatementtheorem 69arxiv
Geometry of random harmonic framesstatementtheorem 51arxiv
KNEPCQBFRDstatementtheorem 9arxiv
KTFJPRFBE5statementtheorem 45arxiv
Gershgorin circle theoremstatementtheorem 5arxiv
MSTN9NBQ8Gstatementlemma 27arxiv
PNVDPZ77DZstatementtheorem 31arxiv
PXH87WC9D6statementtheorem 37arxiv
Q187D6AWCHstatementtheorem 2arxiv
QR5D7EZA3Qstatementlemma 65arxiv
Geometry of spherical 2-designsstatementtheorem 56arxiv
S0Q08WZ1Q3statementtheorem 36arxiv
Reconstruction of sparse signalsstatementtheorem 46arxiv
S1PT4DFX3Fstatementcorollary 10arxiv
S3JAJ0289Rstatementlemma 25arxiv
SJSWS5CVADexampleexample 71arxiv
Wiggling and flipping equivalent framesdefinitiondefinition 67arxiv
Expander mixing lemmastatementlemma 38arxiv
VC0Z50G0XRstatementtheorem 8arxiv
WV33ZGE385definitiondefinition 44arxiv
XAV99SXD40conjectureconjecture 42arxiv
XGYBQYFC3Gdefinitiondefinition 29arxiv
XJXDKTGSGFstatementlemma 20arxiv
Geometry of normalized Gaussian framesstatementtheorem 49arxiv
Y4WC6E8ZCSstatementtheorem 32arxiv
Geometry of wiggling equivalent framesstatementlemma 68arxiv
Chebotar\"{e}vstatementtheorem 15arxiv
Z08F5EHVFEstatementtheorem 24arxiv
Geometry of code-based framesstatementtheorem 60arxiv
Z3MGM2Z8EQstatementlemma 47arxiv
ZXJ7RWYDC9statementtheorem 7arxiv

Catalogue records