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Hyperfunctions in one variable, hyperfunctions in the Nilsson class

2011
Hyperfunctions in one variable. Differentiation of a hyperfunction. The local nature of the notion of a hyperfunction. The integral of a hyperfunction. Hyperfunctions whose support is reduced to a point. Hyperfunctions in the Nilsson class.
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HYPERFUNCTIONING PARATHYROID CARCINOMA

Medical Journal of Australia, 1968
N C, Newton, M G, Sumich
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Endocrine Hyperfunctioning Tumors

2003
Radiologic imaging tests for suspected endocrine hyperfunctioning tumors of the pancreas are usually performed to localize a lesion rather than to prove its existence. This is due to the fact that these lesions produce specific symptoms, and therefore the clinical presentation, together with the laboratory tests, is diagnostic of the disease.
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Hyperfunctions

2020
Goro Kato, Daniele C. Struppa
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Introduction to Hyperfunctions

2010
After a short overview of generalized functions and of the different ways they can be defined, the concept of a hyperfunction is established, followed by an introduction to the most simple and familiar hyperfunctions. Then the elementary operational properties of hyperfunctions are presented.
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Multicomplex hyperfunctions

Complex Variables and Elliptic Equations, 2012
A. Vajiac, M.B. Vajiac
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Convolution of Hyperfunctions

1992
Let us begin with two ordinary functions φ 1(x) and φ 2(x) and suppose that their Fourier transforms $${\psi _1}(\xi ) = F{\phi _1}(x),{\psi _2}(\xi ) = F{\phi _2}(x)$$ (1.1) exist. The Fourier transform of the product φ 1(x) · φ 2(x) is $$F\{ {\phi _1}(x){\phi _2}(x)\} = {\text{ }}\int_{ - \infty }^\infty {{\phi _1}(x){\phi _2}(x){e ...
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[Hyperfunctioning parathyroid carcinoma].

Zhonghua zhong liu za zhi [Chinese journal of oncology], 1987
Two cases of parathyroid carcinoma with hyperparathyroidism, a relatively rare endocrine tumor are reported. It accounts for approximately 1-4% of all cases of primary hyperparathyroidism. Parathyroid crisis occurred for three times in one case. It is difficult to make an early diagnosis, frequently leading to misdiagnosis and wrong treatment.
J Z, Yang, Z Q, Gao, Z Y, Huang
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Laplace hyperfunctions

Integral Transforms and Special Functions, 2008
Eungu Lee, Dohan Kim
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