函数连续与可微关系的探讨 |
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1. Continuous Convex MS-Differentiable Function Need not Be HL-Differentiable
[J] .
V. Averbuch,
T. Konderla
Mathematical notes
.
2012,第1a2期
机译：连续凸MS可微分函数不必是HL可微分 2. Непрерывная выпуклая MS-дифференцируемая функция не обязана быть HL-дифференцируемой [J] . В. Авербух, Т. Кондерла Математические заметки . 2012,第2期机译：连续凸MS可微分函数不必是HL可微分 3. Approximation of $B$-Continuous and $B$-Differentiable Functions by GBS Operators Defined by Infinite Sum [J] . Ovidiu T. Pop Journal of inequalities in pure and applied mathematics . 2009,第1期机译：无限和定义的GBS运算符对$ B $-连续函数和$ B $-可微函数的逼近 4. BV Regularity and Differentiability Properties of a Class of Upper Semicontinuous Functions [C] . Antonio Marigonda, Khai T. Nguyen, Davide Vittone International conference on large-scale scientific computing . 2014机译：一类上半连续函数的BV正则和可微性 5. Empirical likelihood and differentiable functionals. [D] . Shen, Zhiyuan. 2016机译：经验可能性和可微函数。 6. Exploring the relation between brain response to speech at 6-months and language outcomes at 24-months in infants at high and low risk for autism spectrum disorder: A preliminary functional near-infrared spectroscopy study [O] . Meredith Pecukonis, Katherine L. Perdue, Jillian Wong, 2021机译：在高低风险的婴幼儿在婴幼儿24个月内探讨大脑响应言语的关系：初步函数近红外光谱研究 7. Directional Differentiability of a Continual Maximum Function of Quasidifferentiable Functions [O] . Demyanov, V.F., Zabrodin, I.S. 1983机译：拟可微函数的连续最大函数的方向可微性。 8. A Note on the Continuous Differentiability of an Expected Utility Function: A Two Periods Consumer Decision Problems. [R] . Lin, K. P. 1979机译：关于期望效用函数的连续可微性的一个注记：两期消费者决策问题。 |
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