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	Ingrid Daubechies' Publication List
		Daubechies, "Wavelets and signal analysis," paper presented at the 1992 symposium on "Frontiers of Science" organized by the National Academy of Sciences.
		Daubechies, "Using Fredholm determinants to estimate the smoothness of refinable functions," in the Proceedings of the International Conference Approximation Theory VIII, Volume 2: Wavelets and Multilevel Approximation, pp.
		Daubechies, I. Guskov and W. Sweldens, Commutation for Irregular Subdivision, Constructive Approximation 15, pp.
	www.princeton.edu /~icd/publications (2013 words)

	Ingrid Daubechies Summary
		Daubechies credits her parents with giving her a love of learning and her mother with teaching her by example to be her own person.
		Daubechies changed all that when she discovered a way to break signals down into wavelets instead of breaking them down into their components; a task thought by most mathematicians to be impossible.
		Ingrid Daubechies (born August 17, 1954) (approximate pronunciation "Dobe-uh-shee") is a Belgian physicist and mathematician.
	www.bookrags.com /Ingrid_Daubechies (1280 words)

	Daubechies biography
		Ingrid's father encouraged her to take an interest in science while she was studying at school.
		Daubechies, however, is one of the few who progressed in the opposite direction, starting off by training in physics.
		Daubechies was a fellow of the John D and Catherine T MacArthur Foundation from 1992 to 1997 and was elected to the
	www-groups.dcs.st-and.ac.uk /~history/Biographies/Daubechies.html (1539 words)

	Ingrid Daubechies
		Ingrid Daubechies was the 2006 Emmy Noether Lecturer at the San Antonio Joint Mathematics Meeting.
		Daubechies' best-known achievement is her construction of compactly supported wavelets in the late 1980s.
		Ingrid Daubechies received both her bachelor's and Ph.D. degrees (in 1975 and 1980) from the Free University in Brussels, Belgium.
	www.agnesscott.edu /lriddle/women/daub.htm (1166 words)

	Ingrid Daubechies Interview
		Ingrid Daubechies talks about her early life in Belgium and her family background; they discuss her father’s career as a mining engineer and the expectation that she would also go on to become an engineer.
		Daubechies describes her early career in theoretical physics and how she learned mathematical tools that proved to be useful later in her work on signal analysis.
		Daubechies continues her discussion on communicating about mathematics to non-experts and draws an analogy between explaining poetry and mathematics.
	www7.nationalacademies.org /interviews/daubechies.html (343 words)

	Daubechies wavelet - Computer vision - A Wikia wiki
		Named after Ingrid Daubechies, the Daubechies wavelet is a wavelet used to convolve image data.
		The JPEG 2000 compression standard uses the biorthogonal Daubechies 5/3 wavelet (also called the LeGall 5/3 wavelet) for lossless compression and the Daubechies 9/7 (also known as the Cohen-Daubechies-Fauraue 9/7 or the "CDF 9/7") for lossy compression.
		Daubechies wavelet is widely used in solving a broad range of problems, e.g.
	computervision.wikia.com /wiki/Daubechies_wavelet (360 words)

	Profiles of Women in Mathematics: Ingrid Daubechies
		Ingrid Daubechies grew up in Belgium and received both her bachelor's and Ph.D. degrees (in 1975 and 1980) from the Free University in Brussels.
		As far as she can remember, she was always interested in mathematics and how things worked, and from an early age, was encouraged by her father, a civil mining engineer, and her mother, a criminologist, to pursue her interest in science.
		Daubechies has been very involved in helping communicate mathematics to the public, in particular in coming up with ideas for the K-12 mathematics curriculum that reflect present-day applications of mathematics.
	www.awm-math.org /noetherbrochure/Daubechies06.html (393 words)

	Ingrid Daubechies (Site not responding. Last check: 2007-10-20)
		Professor Daubechies was awarded a Steele Prize for mathematical exposition in 1994 by the American Mathematical Society for her book, "Ten Lectures on Wavelets".
		We quote from the citation for the award: The concept of wavelets has its origins in many fields, and part of the accomplishment of Daubechies is finding those places where the concept arose and showing how all the approaches relate to one another.
		With Daubechies' work, Haar wavelets have been shown to be the first in a whole family of compactly supported nonsmooth wavelets: beautiful exmaples of functions with fractal higher derivatives.
	www.math.uiuc.edu /MSS/1996-FALL/daubechies.html (354 words)

	Princeton Online Discussion Forums - Princeton's Ingrid Daubechies Selected Speaker for the AWM-SIAM S
		Ingrid Daubechies, this year’s lecturer, was chosen in recognition of her fundamental contributions in the field of applied and computational harmonic analysis over the last 25 years.
		Dr. Daubechies has had a significant impact in numerous areas of applied mathematics and signal and image processing, with research accomplishments bridging across many scientific and engineering disciplines, resulting in over 100 publications and an influential and widely-read book.
		Ingrid Daubechies received her BS and PhD in Physics at the Free University in Brussels, where she also taught for 12 years.
	www.princetonol.com /dcforum/DCForumID8/129.html (482 words)

	National Academy of Sciences: InterViews \| Ingrid Daubechies
		Ingrid Daubechies' research interests focus on the mathematical aspects of time-frequency analysis, in particular wavelets, as well as applications.
		Daubechies received both her bachelor's and Ph.D. degrees (in 1975 and 1980) from the Free University in Brussels, Belgium.
		Daubechies describes some of her latest work, including her work on the Daubechies wavelet and how her way of describing it in a paper caught the attention of engineers and led to immediate applications.
	www.nasonline.org /site/PageServer?pagename=INTERVIEWS_Ingrid_Daubechies (355 words)

	Newsletter #32 4/15/97
		Ingrid Daubechies' reply, which began with the word itself and progressed through the development of the whole theory, had every one of us on the edge of our seat for fifteen minutes, and was far too fascinating to be left untold.
		At about this stage Ingrid, who did all of her degree work in abstract physics but came into mathematics in the process of making sense of it all, began working with wavelets.
		Coming at it from the outside of the field, he made an observation: all of the computations were done with a highly redundant set of wavelets, and it was clear that the implicit assumption within the field was that this was a necessity, i.e., that there could not exist an orthonormal basis.
	www.math.washington.edu /~warfield/news/news32.html (945 words)

	WFU to host lecture by Princeton mathematician
		Ingrid Daubechies, a Princeton University mathematics professor, will lecture on the principles and applications of wavelets at Wake Forest University on April 12 at 8 p.m.
		Daubechies' talk, "Surfing with Wavelets," is the 1999-2000 Gentry Lecture.
		Daubechies earned a bachelor's degree and doctorate in physics from the Free University in Brussels.
	www.wfu.edu /wfunews/2000/032100h.htm (328 words)

	The Daubechies D4 Wavelet Transform
		The Daubechies wavelet transform is named after its inventor (or would it be discoverer?), the mathematician Ingrid Daubechies.
		One of the elegant features of Lifting Scheme versions of the wavelet transform is the fact that the inverse transform is a mirror of the forward transform, which addition and subtraction operations interchanged.
		The final scaling value in the Daubechies D4 transform is not the average of the data set (the average of the data set is 25.9375), as it is in the case of the Haar transform.
	www.bearcave.com /misl/misl_tech/wavelets/daubechies (1837 words)

	Wavelets: Seeing the For... - Credits
		Ingrid Daubechies, Daniel Kleppner, Stéphane Mallat, Yves Meyer, Mary Beth Ruskai, and Guido Weiss for Beyond Discovery: The Path from Research to Human Benefit, a project of the National Academy of Sciences.
		The Academy, located in Washington, D.C., is a society of distinguished scholars engaged in scientific and engineering research, dedicated to the use of science and technology for the public welfare.
		InterView with Dr. Ingrid Daubechies - An interview with mathematician Dr. Ingrid Daubechies, who has worked extensively on wavelets.
	www.beyonddiscovery.org /content/view.asp?I=1958 (179 words)

	Ingrid Daubechies - Wikipedia, the free encyclopedia
		She continued her research at that institution as an assistant researcher until 1984, when she assumed the title of assistant professor.
		In 1987 Daubechies moved to the United States, taking a position at one of ATandT Bell Laboratories' New Jersey facilities.
		Ingrid Daubechies: Ten Lectures on Wavelets, SIAM 1992.
	en.wikipedia.org /wiki/Ingrid_Daubechies (226 words)

	Wavelets: Seeing the For... - The Great Synthesis
		Combining Daubechies and Mallat’s ideas, there was a simple, orthogonal transform that could be rapidly computed on modern digital computers.
		The Daubechies wavelets have surprising features—such as intimate connections with the theory of fractals.
		The Daubechies wavelets turn the theory into a practical tool that can be easily programmed and used by any scientist with a minimum of mathematical training.
	www.beyonddiscovery.org /Includes/DBLink.asp?ID=2343 (914 words)

	Ten Lectures on Wavelets - Cambridge University Press
		'Ingrid Daubechies is a leading wavelet theorist; this book gives a clear and systematic treatment of the mathematics.
		'The book by Daubechies, who is one of the main developers of the (wavelet) theory, is the result of an intensive short course.
		Daubechies has a real knack for making the material appealing and lively, and there is a definite 'slowing down for details' at the points that require further elucidation.
	www.cambridge.org /catalogue/catalogue.asp?isbn=0898712742 (692 words)

	Princeton University Press Mathematics Series
		Ingrid Daubechies is a Professor at the Mathematics Department and the Program in Applied and Computational Mathematics at Princeton University.
		Her research interests focus on the mathematical aspects of time-frequency analysis, in particular wavelets, as well as applications.
		He has published a large number of influential papers and is on the editorial board of the leading numerical analysis journals.
	pup.princeton.edu /math/series/psam.html (331 words)

	Ingrid Daubechies' Personal Biography
		I also participate in a number of national and international committees that work on topics related to mathematics (such as coming up with ideas for K-12 math curriculum that reflect present-day applications of mathematics).
		My father, Marcel Daubechies, is a retired civil mining engineer.
		She is a very strong woman---she is went back to college after she retired; she had always wanted to study art history.
	www.math.princeton.edu /~ingrid/personalbio.html (740 words)

	SIAM: Five Special Speakers To Help Mark SIAM's 50th Anniversary
		Incontestably adept at addressing her colleagues in the mathematical sciences, Ingrid Daubechies of Princeton University is also proficient at persuading much more general audiences that the results of mathematical research are all around them.
		Readers who have heard Ingrid Daubechies' eloquent talks on wavelets and their applications will not be surprised to learn that she will be one of the plenary speakers.
		Wavelets have turned out to be excellent tools for use within a nonlinear approximation framework, Daubechies says, pointing to provably optimal or near-optimal results in a variety of problem settings, including the compression and/or sparse representation of images and large data sets.
	www.siam.org /news/news.php?id=408 (459 words)

	ASC ITS Lecture Series - Ingrid Daubechies (Site not responding. Last check: 2007-10-20)
		Ingrid Daubechies received her Bachelor's and Ph.D. degrees from the Free University in Brussels, Belgium, in physics, in 1975 and 1980, respectively.
		The American Mathematical Society awarded her a Leroy P. Steele prize for exposition in 1994 for her book "Ten Lectures on Wavelets," as well as the 1997 Ruth Lyttle Satter Prize.
		Daubechies was awarded the National Academy of Science Medal in Mathematics in 2000, and the Eduard Rhein Foundation 2000 Basic Research Award for the invention, the mathematical advancement and the application of Wavelets.
	www.llnl.gov /CASC/its/lectures/daubechies_bio.html (252 words)

	[No title]
		The transfer function was formed by systematically retaining the zeros inside the unit circle in the course of the spectral factorization procedure.
		This corresponds precisely to picking all the roots inside the unit circle and it leads to the Daubechies filter we discussed in Section HYPERLINK "http://documents.wolfram.com/applications/wavelet/FundamentalsofWavelets/1.4.2.html" 1.4.2.
		We define the smallest phase deviation to be the one that gives the smallest area under the absolute value of the phase curve.
	tennis.ecs.umass.edu /ece608/Handouts/Handout4.doc (3929 words)

	National-Academies.org \| NAS InterViews: Ingrid Daubechies (Site not responding. Last check: 2007-10-20)
		She is currently a professor at the Mathematics Department and the Program in Applied and Computational Mathematics at Princeton University.
		Ingrid Daubechies talks about her early life in Belgium and her family background.
		In this last track, Daubechies describes some of her latest work, including her work on the Daubechies wavelet and how her way of describing it in a paper caught the attention of engineers and led to immediate applications.
	www.nationalacademies.org /interviews/people/daubechies.html (325 words)

	Numerical Recipes User Contributions
		A variant that does not wraparound (lives on the interval) was discovered by Albert Cohen, Ingrid Daubechies, and Pierre Vial.
		The "interior" coefficients are listed first in each file and apply both to the periodic wavelets and wavelets on the interval.
		Please note that these files are mirrored, and subject to terms of use that may be different from the Numerical Recipes Terms of Use for contributed materials.
	www.nr.com /contrib (1306 words)

	Igor's papers (Site not responding. Last check: 2007-10-20)
		Normal meshes are useful in numerous applications such as compression, filtering, rendering, texturing, and modeling.
		Authors: Ingrid Daubechies, Igor Guskov, Wim Sweldens, and Peter Schröder
		The technique developed is then used to construct subdivision schemes on irregular multilevel meshes.
	www.cs.caltech.edu /~ivguskov/papers.html (791 words)

	[No title]
		This book can be used for many different purposes, from individual reading to graduate-level course-work, and it will likely become a classic." -- F. Alberto Grunbaum, Science, August 7, 1992.
		They are a fairly simple mathematical tool now being applied to the compression of data--such as fingerprints, weather satellite photographs, and medical x-rays--that were previously thought to be impossible to condense without losing crucial details.
		The author has worked on several aspects of the wavelet transform and has developed a collection of wavelets that are remarkably efficient.
	www.ec-securehost.com /SIAM/CB61.html (713 words)

	Congressional lunch briefing 2/28/02
		Professor Ingrid Daubechies, of Princeton University, spoke on "Mathematics, Patterns and Homeland Security" at this year's Congressional lunch briefing on Capitol Hill for Members of Congress and their staffs, held February 28, 2002, in the Rayburn Building.
		The Mathematical Sciences Research Institute (MSRI), Berkeley, California, joined AMS to sponsor the event, one in a series intended to bring mathematicians to Washington to discuss federally-funded research that affects sensitive issues currently before Congress.
		Professor Daubechies described how mathematicians use wavelet analysis in several of these areas, for example, the FBI uses wavelets to compress its vast library of fingerprint data.
	www.ams.org /government/briefing0202.html (208 words)

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