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Publications by Eduardo H. Zarantonello
The Product of Commuting Conical Projections Is a Projection
Proceedings of the American Mathematical Society
Mathematics
Applied Mathematics
Related publications
Commuting Projections With Assigned Ranges
Proceedings of the American Mathematical Society
Mathematics
Applied Mathematics
Back-Projection Inversion of a Conical Radon Transform
Inverse Problems in Science and Engineering
Engineering
Computer Science Applications
Applied Mathematics
Projections of Zero-Sets (And the Fine Uniformity on a Product)
Transactions of the American Mathematical Society
Mathematics
Applied Mathematics
Trotter?s Product Formula for Projections
Archiv der Mathematik
Mathematics
Half-Projection of the Strongly Orthogonal Unrestricted Geminals' Product Wavefunction
Journal of Chemical Theory and Computation
Theoretical Chemistry
Computer Science Applications
Physical
Improving Projections at the Country Level: The UNAIDS Estimation and Projection Package 2005
Sexually Transmitted Infections
Dermatology
Infectious Diseases
Projection of Future Typhoons Landing on Japan Based on a Stochastic Typhoon Model Utilizing AGCM Projections
Hydrological Research Letters
Earth
Water Science
Planetary Sciences
Technology
MATHEMATICAL REPRESENTATION OF THE PROJECTIONS GIVEN BY SOME SIMPLE SHAPE ELEMENTS : Part 1.3 Projections of Some Simple Curved Surfaces in the Projection Form Which Has Circular Contours
Transactions of the Architectural Institute of Japan
Is a Pharmacy Student the Customer or the Product?
American Journal of Pharmaceutical Education
Pharmacology
Pharmacy
Medicine
Toxicology
Education
Pharmaceutics
