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OSCILLATORY BEHAVIOUR OF SOLUTIONS OF COUPLED HYPERBOLIC DIFFERENTIAL EQUATIONS
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N. PARHI
Published/Copyright:
March 1, 1994
Published Online: 1994-03
Published in Print: 1994-03
© 2014 Oldenbourg Wissenschaftsverlag GmbH, Rosenheimer Str. 145, 81671 München
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Articles in the same Issue
- Masthead
- HIGH ORDER ERROR CONSTANTS OF CLENSHAW-CURTIS PRODUCT RULES
- ON THE GENERAL ASYMPTOTIC EXPANSIONS OF Hv(1)–TRANSFORM AND RELATED BESSEL TRANSFORMS
- OSCILLATORY BEHAVIOUR OF SOLUTIONS OF COUPLED HYPERBOLIC DIFFERENTIAL EQUATIONS
- TRANSLATIVITY OF SOME ABSOLUTE SUMMABILITY METHODS
- IDEALS GENERATED BY INTERPOLATING BLASCHKE PRODUCTS
- ESTIMATION OF THE SIEVE AUXILIARY FUNCTIONS qk IN THE RANGE 1 < k < 2
- Instructions for Authors
Articles in the same Issue
- Masthead
- HIGH ORDER ERROR CONSTANTS OF CLENSHAW-CURTIS PRODUCT RULES
- ON THE GENERAL ASYMPTOTIC EXPANSIONS OF Hv(1)–TRANSFORM AND RELATED BESSEL TRANSFORMS
- OSCILLATORY BEHAVIOUR OF SOLUTIONS OF COUPLED HYPERBOLIC DIFFERENTIAL EQUATIONS
- TRANSLATIVITY OF SOME ABSOLUTE SUMMABILITY METHODS
- IDEALS GENERATED BY INTERPOLATING BLASCHKE PRODUCTS
- ESTIMATION OF THE SIEVE AUXILIARY FUNCTIONS qk IN THE RANGE 1 < k < 2
- Instructions for Authors
