NATO Advanced Study Institute

Fourier Analysis and Its Applications

Lecturers and Topics

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	Part I: Chemical, Physical and Biomedical Applications
	Herbert Hauptman Medical Foundation of Buffalo A Minimal Principle in the Direct Methods of X-Ray Crystallography
	D. N. Kennedy, P. A. Filipek and V. S. Caviness Massachusetts General Hospital Fourier Shape Analysis of Anatomic Structures
	Ketill Ingolfsson University of Iceland Harmonic Analysis of the Semi-Classical Limit
	Mikhail Kovalyov University of Alberta Fourier Analysis on the non-Euclidean Manifolds and its Applications in Nuclear Physics
	Mazhar Ünsal University of Gaziantep Complex Finite Fourier Transform Techniques Applied to Thermal Energy Storage Problems
	A. Jakimovski Tel-Aviv University Spline Interpolation of Data of Power Growth
	Part II: Polynomials with Restricted Coefficients
	Donald Newman and André Giroux Temple University and Prometheus Inc.; University of Montreal and Prometheus Inc. Properties on the Unit Circle of Polynomials with Unimodular Coefficients
	George Benke MITRE Corporation On the Maximum Modulus for a Certain Class of Unimodular Trigonometric Polynomials
	M.R. Schroeder Universität Göttingen Number Theory and Fourier Analysis Applications in Physics, Acoustics and Computer Science
	Göran Björck University of Stockholm Functions of Modulus 1 on Z_n Whose Fourier Transforms Have Constant Modulus and Cyclic n-Roots
	Part III: Fourier Analysis in Engineering
	John Benedetto University of Maryland and Prometheus Inc. Uncertainty Principle Inequalities and Spectrum Estimation
	Yingbo Hua, Tapan K. Sarkar and Fengdo Hu Syracuse University The Generalized Pencil-of-Function Method for Extracting Poles from Transient Responses
	Saila Ponnapalli, Tapan K. Sarkar and Ercument Arvas Syracuse University Application of Conjugate Gradient Method and FFT to Electromagnetics and Signal Processing Problems
	K. Van't Klooster Estec FFT Applications in Antenna Measurements
	Richard Tolimieri City University of New York Nonabelian Harmonic Analysis and Wavelet Theory
	Karlheinz Gröchenig University of Connecticut A New Approach to Irregular Sampling of Band--Limited Functions
	Önder Tüzünalp Ankara University Auto-Cross Correlation Functions of the Even and the Odd Parts of Fourier Series
	Anton G. Tijhuis Delft University of Technology Fourier Methods Applicable in the Numerical Solution of Electromagnetic Time-Domain Scattering Problems
	N.K. Artémiadis University of Crete Absolutely Convergent Fourier Series of Distributions
	Richard Roy Stanford University and Prometheus Inc. Invariance Techniques in Spectral Estimation and Signal Processing
	Roy Brown Queen Mary College Fourier Analysis in Reflector Antenna Synthesis
	Athanasios Papoulis Polytechnic University of New York Bispectra and System Identification
	Adrianus T. de Hoop and Sÿtze M. de Vries Delft University of Technology Combined Laplace and Fourier Transformations in the Theory of Transient Wave Propagation in Layered Media
	Hans G. Feichtinger University of Vienna Coherent Frames and Irregular Sampling
	Chris Heil and David Walnut MITRE Corporation and Yale University Gabor and Wavelet Expansions
	W. R. Madych University of Connecticut Translation Invariant Multiscale Analysis
	Joseph Lahr Institut Supérieur de Technologie, Luxembourg High-Resolution Spectral Analysis Using Recurrence Relations
	Maurice Dodson University of York Diophantine Inequalities and Sampling Rates for Multiband Signals
	A. L. Cullen University College London Second-Harmonic Effects in Schottky-Barrier Diodes
	Walter Schempp Universität Siegen Holographic Image Coding and Neurocomputer Architectures
	Part IV: Complex Analysis and Fourier Analysis
	H.S. Shapiro Royal Institute of Technology, Stockholm and Prometheus Inc A Weighted L^1 Estimate for the Laplace Operator
	C. Carton-Lebrun and H. P. Heinig University of Mons and McMaster University Weighted Extensions of Restriction Theorems for the Fourier Transform
	W.K. Hayman University of York Positive Bases for Continuous Functions
	Ward R. Evans MITRE Corporation The Wiener-Plancherel Theorem on R^n
	J. G. Clunie University of York Successive Derivatives of Analytic Functions
	Ron C. Blei University of Connecticut Combinatorial Dimension and Measurements of Interdependencies
	A. Turan Gürkanli Ondokuz Mavis University Comparison of Spectras in some Functional Spaces
	C. Karanikas University of Thessaloniki On a Class of Riesz Products on Metrizable Groups
	K. Seitz Technical University of Budapest Groupoids and Fourier Approximations