Are menopause, aging and prostate cancer diseases? [PDF]
Aging (Albany NY), 2023 Blagosklonny MV.
europepmc +1 more source
Towards disease-oriented dosing of rapamycin for longevity: does aging exist or only age-related diseases? [PDF]
Aging (Albany NY), 2023 Blagosklonny MV.
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Sato Hyperfunctions Valued in a Locally Convex Space [PDF]
, 1999 In this article, we realize, by the duality method, Sato hyperfunctions valued in a locally convex topological vector space, which is not necessarily a Frechet space.
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Post-Widder inversion for Laplace transforms of hyperfunctions [PDF]
, 2020 . We prove a Post-Widder inversion formula for the Laplace transform of hyperfunctions with compact support in [0, ∞). We observe that any hyperfunction with support in [0, ∞) has Laplace transforms which are analytic on the right half plane C+, and we ...
Christian Kunstmann
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Cellular senescence: when growth stimulation meets cell cycle arrest. [PDF]
Aging (Albany NY), 2023 Blagosklonny MV.
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Rapamycin treatment early in life reprograms aging: hyperfunction theory and clinical practice. [PDF]
Aging (Albany NY), 2022 Blagosklonny MV.
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On the theory of Radon transformations of hyperfunctions [PDF]
, 1981 The purpose of this paper is to study hyperfunctions by using Radon transformations, which are differential forms defined on the cotangential sphere bundle with coefficients in holomorphic functions.
Kataoka Kiyomi
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Classification and Types of Bases of All Ultrafunctions on Two-Element Set
Известия Иркутского государственного университета: Серия "Математика", 2016 This paper studies properties of ultrafunctions with respect of their inclusion in maximal clones. The number of maximal clones for all ultrafunctions of rank 2 is equal to 11 [V. Panteleev, 2009].
S. Zamaratskaya, V. Panteleev
doaj
The hyperfunction theory of aging: three common misconceptions. [PDF]
Oncoscience, 2021 Blagosklonny MV.
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Applications of Hyperfunctions in Quantum Field Theory and Mathematical Physics [PDF]
Hyperfunctions are a type of generalized function introduced by Mikio Sato in [25] whichextend the concept of Schwartz distributions to infinite order. While Schwartz distributions are defined by their action on smooth test functions, hyperfunctions can ...
McCranie, Connor A.
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