"This book is about regularity properties of functional equations. In the second part of his fifth problem, Hilbert asked, concerning functional equations, "In how far are the assertions which we can make in the case of differentiable functions true under proper modifications wi…
"This book is about regularity properties of functional equations. In the second part of his fifth problem, Hilbert asked, concerning functional equations, "In how far are the assertions which we can make in the case of differentiable functions true under proper modifications wi…
"This book is about regularity properties of functional equations. In the second part of his fifth problem, Hilbert asked, concerning functional equations, "In how far are the assertions which we can make in the case of differentiable functions true under proper modifications wi…
"This book is about regularity properties of functional equations. In the second part of his fifth problem, Hilbert asked, concerning functional equations, "In how far are the assertions which we can make in the case of differentiable functions true under proper modifications wi…
by Fuchs, Catherine, Victorri, Bernard
fromLinguisticae investigationes
by Fuchs, Catherine, Victorri, Bernard
fromLinguisticae investigationes
by Fuchs, Catherine, Victorri, Bernard
fromLingvisticae investigationes
Until recently, most linguistic theories as well as theories of cognition have avoided use of the notion of continuity. At the moment, however, several linguistic trends, sharing a preoccupation with semantico-cognitive problems (e.g. cognitive grammars, 'psychomechanics', 'enun…
by Fuchs, Catherine, Victorri, Bernard
fromLinguisticae investigationes
by Fuchs, Catherine, Victorri, Bernard
fromLinguisticae investigationes
by Fuchs, Catherine, Victorri, Bernard
fromLinguisticae investigationes
by Fuchs, Catherine, Victorri, Bernard
fromLinguisticae investigationes
Introduction -- Preliminaries -- The real numbers and completeness -- An inverse function theorem and its application -- Limits, sequences, and series -- Uniform continuity -- The Riemann integral -- Differentiation -- Sequences and series of functions -- The complex numbers and…
Real Analysis: A Constructive Approach Through Interval Arithmetic presents a careful treatment of calculus and its theoretical underpinnings from the constructivist point of view. This leads to an important and unique feature of this book: All existence proofs are direct, so sh…
Real Analysis: A Constructive Approach Through Interval Arithmetic presents a careful treatment of calculus and its theoretical underpinnings from the constructivist point of view. This leads to an important and unique feature of this book: All existence proofs are direct, so sh…
Simpliciusthe greatest surviving ancient authority on Aristotle's Physics, lived in the sixth century A.D. He produced detailed commentaries on several of Aristotle's works. Those on the Physics, which alone come to over 1,300 pages in the original Greek, preserve a centuries-ol…
Simplicius, the greatest surviving ancient authority on Aristotle's Physics, lived in the sixth century A.D. He produced detailed commentaries on several of Aristotle's works. Those on the Physics, which alone come to over 1,300 pages in the original Greek, preserve a centuries-…
Simplicius, the greatest surviving ancient authority on Aristotle's Physics, lived in the sixth century A.D. He produced detailed commentaries on several of Aristotle's works. Those on the Physics, which alone come to over 1,300 pages in the original Greek, preserve a centuries-…
