Results 1 to 10 of about 27 (27)
Negative Powers of Contractions Having a Strong AA+ Spectrum
Zarrabi proved in 1993 that if the spectrum of a contraction T on a Banach space is a countable subset of the unit circle 𝕋, and if limn→+∞log(‖T−n‖)n=0{\lim _{n \to + \infty }}{{\log \left( {\left\| {{T^{ - n}}} \right\|} \right)} \over {\sqrt n ...
Esterle Jean
doaj +1 more source
Exponential forms and path integrals for complex numbers in n dimensions
Two distinct systems of commutative complex numbers in n dimensions are described, of polar and planar types. Exponential forms of n‐complex numbers are given in each case, which depend on geometric variables. Azimuthal angles, which are cyclic variables, appear in these forms at the exponent, and this leads to the concept of residue for path integrals
Silviu Olariu
wiley +1 more source
A class of generalized functions, called periodic Boehmians, on the unit circle, is studied. It is shown that the class of Boehmians contain all Beurling distributions. An example of a hyperfunctlon that is not a Boehmian is given. Some growth conditions on the Fourier coefficients of a Boehmian are given.
Dennis Nemzer
wiley +1 more source
Array comparative genomic hybridisation-based identification of two imbalances of chromosome 1p in a 9-year-old girl with a monosomy 1p36 related phenotype and a family history of learning difficulties: a case report. [PDF]
Fitzgibbon GJ +8 more
europepmc +1 more source
Refinement of 1p36 alterations not involving PRDM16 in myeloid and lymphoid malignancies. [PDF]
Duhoux FP +34 more
europepmc +1 more source
Recurrent interstitial 1p36 deletions: Evidence for germline mosaicism and complex rearrangement breakpoints. [PDF]
Gajecka M +9 more
europepmc +1 more source
CHARGE syndrome: the phenotypic spectrum of mutations in the CHD7 gene. [PDF]
Jongmans MC +14 more
europepmc +1 more source
Some of the next articles are maybe not open access.
Theory of tempered ultrahyperfunctions, I
Proceedings of the Japan Academy Series A: Mathematical Sciences, 1975Mitsuo Morimoto
exaly
Theory of tempered ultrahyperfunctions, II
Proceedings of the Japan Academy Series A: Mathematical Sciences, 1975Mitsuo Morimoto
exaly

