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Showing 49-60 of 62 for the term ""Endou, Noboru""

The Measurability of Complex-Valued Functional Sequences
Article

The Measurability of Complex-Valued Functional Sequences

Narita, Keiko, Endou, Noboru, Shidama, Yasunari
Isometric Differentiable Functions on Real Normed Space
Article

Isometric Differentiable Functions on Real Normed Space

Futa, Yuichi, Endou, Noboru, Shidama, Yasunari
Riemann Integral of Functions from ℝ into Real Banach Space
Article

Riemann Integral of Functions from ℝ into Real Banach Space

Narita, Keiko, Endou, Noboru, Shidama, Yasunari
More on Continuous Functions on Normed Linear Spaces
Article

More on Continuous Functions on Normed Linear Spaces

Okazaki, Hiroyuki, Endou, Noboru, Shidama, Yasunari
Differentiable Functions into Real Normed Spaces
Article

Differentiable Functions into Real Normed Spaces

Okazaki, Hiroyuki, Endou, Noboru, Narita, Keiko, Shidama, Yasunari
Partial Differentiation of Vector-Valued Functions on n-Dimensional Real Normed Linear Spaces
Article

Partial Differentiation of Vector-Valued Functions on n-Dimensional Real Normed Linear Spaces

Inoué, Takao, Naumowicz, Adam, Endou, Noboru, Shidama, Yasunari
Egoroff's Theorem
Article

Egoroff's Theorem

Endou, Noboru, Shidama, Yasunari, Narita, Keiko
Partial Differentiation on Normed Linear Spaces Rn
Article

Partial Differentiation on Normed Linear Spaces Rn

Endou, Noboru, Shidama, Yasunari, Miyajima, Keiichi
The Product Space of Real Normed Spaces and its Properties
Article

The Product Space of Real Normed Spaces and its Properties

Endou, Noboru, Shidama, Yasunari, Miyajima, Keiichi
Double Sequences and Limits
Article

Double Sequences and Limits

Endou, Noboru, Okazaki, Hiroyuki, Shidama, Yasunari
Higher-Order Partial Differentiation
Article

Higher-Order Partial Differentiation

Endou, Noboru, Okazaki, Hiroyuki, Shidama, Yasunari
Convex Sets and Convex Combinations on Complex Linear Spaces
Article

Convex Sets and Convex Combinations on Complex Linear Spaces

Matsuzaki, Hidenori, Endou, Noboru, Shidama, Yasunari