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A brief one-semester introduction to the theory and techniques of both ordinary and partial differential equations.
The Mathematics Department routinely awards transfer credit for MATH 1910, 1920, and 2940, but very few universities offer a course like MATH 2930, which covers both ordinary and partial differential equations.
Their topics include summability and asymptotic study of both ordinary and partial differential equations.
The theory guarantees the outcomes of both ordinary and partial differential problems.
This paper provides an advance numerical algorithm to solve both ordinary and partial differential equations of surface water quality models.
It is well known that theorems on differential inequalities (maximum principles in other terminology) play an important role in the theory of both ordinary and partial differential equations.
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In [31], utilizing the Legendre integral transform, the authors demonstrate some applications of their results by solving both fractional ordinary and partial differential equations.
The models which can be obtained by investigating differential operators on the graphs have both features of ordinary and partial differential operators.
There has been a significant development in ordinary and partial differential equations involving both Riemann-Liouville and Caputo fractional derivatives in recent years.
Basic ordinary and partial differential equations at the level of MATH 131 and 132.
Prerequisites: ordinary and partial differential equations, complex analysis, and probability or statistical physics.
More suggestions(15)
both ordinary and radical
both native and partial
both susceptible and partial
both ordinary and influential
both integral and partial
both ordinary and forward-directivity
both bivariate and partial
both ordinary and special
both ordinary and loaded
both full and partial
both controlled and partial
both strong and partial
both ordinary and low-activity
both ordinary and extra-ordinary
both ordinary and prominent
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