Florentin Smarandache, Editor, Huda E. Khalid, Editor
The first part of this book focuses on Neutrosophic Precalculus, which studies the neutrosophic functions. A Neutrosophic Function ��:��→�� is a function which has some indeterminacy, with respect to its domain of definition, to its range, or to its relationship that associates elements in �� with elements in ��. As particular cases, we present the neutrosophic exponential function and neutrosophic logarithmic function. The neutrosophic inverse function is the inverse of a neutrosophic function. A Neutrosophic Model is, in the same way, a model with some indeterminacy (vagueness, un sureness, ambiguity, incompleteness, contradiction, etc.). The second part of the book focuses on Neutrosophic Calculus, which studies the neutrosophic limits, neutrosophic derivatives, and neutrosophic integrals. The last part of this book deals with the new version of binomial factorial theorem containing the literal indeterminacy (I), this theorem owns three corollaries. However, more than one new theorem had been presented and proved with their corollaries. New ten forms of (indeterminate forms) had been derived, this ten indeterminate forms take an important role in limits.
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