Essential Mathematics: Book 2

From the publisher

Variation of the constants? How come constants could be varied? The behaviour of
an integral equation highly depended on a little parameter, why so? The questions
may have reflected the curiosity afforded by those that asked them, but doesn’t the
curiosity point at an exciting subject? Equally exciting is the Fredholm Alternative
Theorem where a little knowledge of determinants and homogeneous equations
would help one grasp the core of it. Fredholm Alternative Theorem , Calculus followed by Equations, the
curriculum has been designed to guide students of mathematics through the topics.
This repetitorium is by no means an example for pedagogy. Still it is following
through the same sequence, starting from something basic and essential like systems
of algebraic equations to end up with something less so basic, like the Gau? Theorem
and integral equations. In between, partial differential equations make up the largest
section. The last section collects one or two few topics that could not be placed under
the headings of calculus or equations.