Results 51 to 60 of about 250 (142)

The Theory of Vector Valued Fourier Hyperfunctions of Mixed Type, II

Publications of the Research Institute for Mathematical Sciences, 1981
The soft resolution (3: )» d) of the sheaf Ok,i of slowly increasing holomorphic functions of (&,/) type is constructed so that the section modules £F(o,p)(£) are Frechet nuclear spaces. Using the above resolution, we construct the mixed type Fourier hyperfunctions which take their values in Frechet spaces.
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Image representation of the acoustic signal: An effective tool for modeling spectral and temporal dynamics of connected speech. [PDF]

J Acoust Soc Am, 2022
Ghasemzadeh H, Doyle PC, Searl J.
europepmc   +1 more source

Relationships Among Personality, Daily Speaking Voice Use, and Phonotrauma in Adult Female Singers. [PDF]

J Speech Lang Hear Res, 2021
Toles LE, Roy N, Sogg S, Marks KL, Ortiz AJ, Fox AB, Mehta DD, Hillman RE.   +7 more
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An analysis of the nutritional effects of Schisandra chinensis components based on mass spectrometry technology. [PDF]

Front Nutr, 2023
Jia M, Zhou L, Lou Y, Yang X, Zhao H, Ouyang X, Huang Y.   +6 more
europepmc   +1 more source

Development and Validation of a Single-Variable Comparison Stimulus for Matching Strained Voice Quality Using a Psychoacoustic Framework. [PDF]

J Speech Lang Hear Res, 2023
Park Y, Anand S, Gifford SM, Shrivastav R, Eddins DA.   +4 more
europepmc   +1 more source

KCNJ15 deficiency promotes drug resistance via affecting the function of lysosomes. [PDF]

Asian J Pharm Sci, 2023
Qiao X, Zhang Y, Zhang Z, Niu N, Li H, Sun L, Ma Q, Bu J, Liu J, Chen G, Xue J, Yang Y, Liu C.   +12 more
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Theory of General Fourier Hyperfunctions

Theory of General Fourier Hyperfunctions
In this article, we construct, by the duality method, the theory of general Fourier hyperfunctions valued in a locally convex topological vector space, which is not necessarily a Frechet space. We realize, by the duality method, general Fourier analytic-linear mappings and general Fourier hyperfunctions.
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On the structure of Fourier hyperfunctions

Proceedings of the Japan Academy, Series A, Mathematical Sciences, 1972
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Body Acoustics for the Non-Invasive Diagnosis of Medical Conditions. [PDF]

Bioengineering (Basel), 2022
Cook J, Umar M, Khalili F, Taebi A.
europepmc   +1 more source

Kernel Theorem for Fourier Hyperfunctions

Kernel Theorem for Fourier Hyperfunctions
An appropriate general version of the kernel theorem of L. Schwartz is formulated for Fourier hyperfunctions and a direct functional analytic proof is presented.
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