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Partial Derivatives and Partial Differentiation
1960As mentioned in the Preface, this book is intended as a sequel to Differential Calculus, also published in this series. Throughout this book references to the earlier work will be cited as DC.
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Partially Chlorinated Derivatives of Rubber
Rubber Chemistry and Technology, 1949Abstract Chlorinated rubbers containing from 1 to 17 per cent of chlorine were prepared by direct chlorination, at ordinary temperature, of crepe rubber dissolved in carbon tetrachloride. These products retain, to a greater or lesser degree, rubberlike properties, and are capable of hot or cold vulcanization with or without the addition of ...
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Equations in Partial Derivatives
1991Below we generalize the above formalism to make it applicable to equations in partial derivatives.
V. N. Bogaevski, A. Povzner
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American Journal of Physics, 1999
We discuss two types of partial derivatives which occur, e.g., in the Euler–Lagrange equations. To avoid confusion, a different notation (ðF/ðxμ) and a new name (whole-partial derivative) are suggested for what is usually written as ∂F/∂xμ but acts on both the explicit and implicit dependence of F upon the coordinate xμ.
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We discuss two types of partial derivatives which occur, e.g., in the Euler–Lagrange equations. To avoid confusion, a different notation (ðF/ðxμ) and a new name (whole-partial derivative) are suggested for what is usually written as ∂F/∂xμ but acts on both the explicit and implicit dependence of F upon the coordinate xμ.
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