Patent US5841890A successfully refreshed from Google Patents.
US5841890A
Expired / Lapsed
US
⏱️ 0.0 years remaining
Multi-dimensional wavelet tomography
Assignee: MEDFLEX LLC
•
Filing: 1996-05-06
•
Granted: 1998-11-24
•
Expires: 2016-05-06
Abstract
Abstract Multi-dimensional wavelet tomography is performed by iteratively projecting a multi-dimensional image across a range of orientations so as to produce a plurality of one-dimensional projections which collectively form a projection image thereof; and then performing wavelet decomposition upon the projection image thereof so as to form a plurality of projection subimages each containing particular boundary and angular characteristics of the original image. Such wavelet decomposition facilitates segmentation and reconstruction of selected characteristics of the original image.
Inventors
- 👤 Wolfgang F. Kraske
Bibliographic Details
Application Number
—
Jurisdiction
US
Data Source
google_patents
Last Synchronized
2026-11-09 17:13
CPC Classifications
G; G06; G06T; G06T12/00; G06T12/30; G06T2211/00; G06T2211/40; G06T2211/424
Claims Analysis
Total Claims: 6
Claim 1
Independent Claim
168 words
A method for performing multi-dimensional wavelet tomography, said method comprising the steps of: a) iteratively projecting a multi-dimensional original image so as to produce a plurality of one-dimensional projections thereof; b) performing wavelet decomposition upon the one-dimensional projections to form a plurality of subimages thereof, the step of performing wavelet decomposition comprising: i) convolving the one-dimensional projections to form a scale filtered subimage and a wavelet filtered image; and ii) downsampling the scale filtered subimage and the wavelet filtered subimage; iii) wherein steps (i) and (ii) are iterated to obtain a desired resolution; c) reconstructing a desired portion of the original image from at least one of said subimages, the step of reconstructing a desired portion of the original image comprising back projection filtering the wavelet decomposed one-dimensional projections, back projection filtering comprising: i) upsampling a scale filtered subimage and a wavelet filtered image; ii) convolving the upsampled scale filtered image and wavelet filtered image; and iii) combining the convolved upsampled scale filtered image and wavelet filtered image.
Claim 2
Independent Claim
168 words
A method for performing multi-dimensional wavelet tomography, said method comprising the steps of: a) iteratively projecting a multi-dimensional original image so as to produce a plurality of one-dimensional projections thereof; b) performing wavelet decomposition upon the one-dimensional projections to form a plurality of subimages thereof, the step of performing wavelet decomposition comprising: i) convolving the one-dimensional projections to form a scale filtered subimage and a wavelet filtered image; and ii) downsampling the scale filtered subimage and the wavelet filtered subimage; iii) wherein steps (i) and (ii) are iterated to obtain a desired resolution; c) reconstructing a desired portion of the original image from at least one of said subimages, the step of reconstructing a desired portion of the original image comprising back projection filtering the wavelet decomposed one-dimensional projections, back projection filtering comprising: i) upsampling a scale filtered subimage and a wavelet filtered image; ii) convolving the upsampled scale filtered image and wavelet filtered image; and iii) combining the convolved upsampled scale filtered image and wavelet filtered image.
Claim 3
Independent Claim
139 words
A method for performing multi-dimensional wavelet tomography, said method comprising the steps of: a) iteratively projecting a multi-dimensional original image so as to produce a plurality of one-dimensional projections thereof; b) performing wavelet decomposition upon the one-dimensional projections to form a plurality of subimages thereof, the step of performing wavelet decomposition comprising: i) performing wavelet decomposition upon a two-dimensional array of one-dimensional projections in a first direction to form first scale and wavelet images; ii) transposing the first scale and wavelet images; and iii) performing wavelet decomposition upon the transposed first scale and wavelet images to form a horizontal scale vertical scale subimage, a horizontal scale vertical wavelet subimage, a horizontal wavelet vertical scale subimage, and a horizontal wavelet vertical wavelet subimage; c) wherein such wavelet decomposition facilitates segmentation and reconstruction of a selected portion of the original image.
Claim 4
Independent Claim
139 words
A method for performing multi-dimensional wavelet tomography, said method comprising the steps of: a) iteratively projecting a multi-dimensional original image so as to produce a plurality of one-dimensional projections thereof; b) performing wavelet decomposition upon the one-dimensional projections to form a plurality of subimages thereof, the step of performing wavelet decomposition comprising: i) performing wavelet decomposition upon a two-dimensional array of one-dimensional projections in a first direction to form first scale and wavelet images; ii) transposing the first scale and wavelet images; and iii) performing wavelet decomposition upon the transposed first scale and wavelet images to form a horizontal scale vertical scale subimage, a horizontal scale vertical wavelet subimage, a horizontal wavelet vertical scale subimage, and a horizontal wavelet vertical wavelet subimage; c) wherein such wavelet decomposition facilitates segmentation and reconstruction of a selected portion of the original image.
Claim 5
Independent Claim
198 words
A method for performing multi-dimensional wavelet tomography, said method comprising the steps of: a) iteratively projecting a multi-dimensional original image so as to produce a plurality of one-dimensional projections thereof; b) performing wavelet decomposition upon the one-dimensional projections to form a plurality of subimages thereof; c) reconstructing a desired portion of the original image from at least one of said subimages, the step of reconstructing a desired portion of the original image comprising; i) transposing a horizontal scale vertical scale subimage, horizontal scale vertical wavelet subimage, horizontal wavelet vertical scale subimage, and a horizontal wavelet vertical wavelet subimage; ii) performing one-dimensional recomposition upon the transposed horizontal scale vertical scale subimage and the transposed horizontal scale vertical scale subimage and the transposed horizontal scale vertical wavelet subimage to form a first recomposed image and performing one-dimensional recomposition upon the transposed horizontal wavelet vertical scale subimage and the transposed horizontal wavelet vertical wavelet subimage to form a second recomposed image; iii) transposing the first and second recomposed images, to form a horizontal scale image and a horizontal wavelet image, respectively; and iv) performing one-dimensional recomposition upon the horizontal scale image and the horizontal wavelet image to form a reconstructed image.
Claim 6
Independent Claim
198 words
A method for performing multi-dimensional wavelet tomography, said method comprising the steps of: a) iteratively projecting a multi-dimensional original image so as to produce a plurality of one-dimensional projections thereof; b) performing wavelet decomposition upon the one-dimensional projections to form a plurality of subimages thereof; c) reconstructing a desired portion of the original image from at least one of said subimages, the step of reconstructing a desired portion of the original image comprising; i) transposing a horizontal scale vertical scale subimage, horizontal scale vertical wavelet subimage, horizontal wavelet vertical scale subimage, and a horizontal wavelet vertical wavelet subimage; ii) performing one-dimensional recomposition upon the transposed horizontal scale vertical scale subimage and the transposed horizontal scale vertical scale subimage and the transposed horizontal scale vertical wavelet subimage to form a first recomposed image and performing one-dimensional recomposition upon the transposed horizontal wavelet vertical scale subimage and the transposed horizontal wavelet vertical wavelet subimage to form a second recomposed image; iii) transposing the first and second recomposed images, to form a horizontal scale image and a horizontal wavelet image, respectively; and iv) performing one-dimensional recomposition upon the horizontal scale image and the horizontal wavelet image to form a reconstructed image.
References Cited (Backward Citations)
US4908625A
Cited
US4549265A
Cited
US5115394A
Cited
US4694404A
Cited
US5144687A
Cited
US4835690A
Cited
US5090245A
Cited
US4884225A
Cited
US5148499A
Cited
US4903202A
Cited
US4905148A
Cited
US4953087A
Cited
US5068808A
Cited
US4937526A
Cited
US4984160A
Cited
US5047931A
Cited
US4974187A
Cited
US5128864A
Cited
US5187660A
Cited
US5241471A
Cited
US5253171A
Cited
US5265013A
Cited
US5270926A
Cited
US5257182A
Cited
US5257182B1
Cited
US5224037A
Cited
US5222080A
Cited
US5263120A
Cited
US5257028A
Cited
US5170170A
Cited
US5249123A
Cited
US5561431A
Cited
USPTO Annuity & Maintenance Windows
| Annuity Stage | Window Opens | Payment Deadline | Surcharge Period Until | Estimated Fee | Status |
|---|---|---|---|---|---|
| 3.5 Years (Year 4) | 2001-11-23 | 2002-05-25 | 2002-11-24 | $2000.00 | Window Closed / Lapsed |
| 7.5 Years (Year 8) | 2005-11-23 | 2006-05-25 | 2006-11-24 | $3760.00 | Window Closed / Lapsed |
| 11.5 Years (Year 12) | 2009-11-23 | 2010-05-25 | 2010-11-24 | $7700.00 | Window Closed / Lapsed |