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Mathematics
Quick fact
By encoding a recurrence as a power series, you can solve it with algebra. For example, the Fibonacci sequence’s generating function is x/(1 - x - x²), from which you can derive Binet’s formula.
Why this is interesting
What if you could turn a sequence like 1, 1, 2, 3, 5, 8… into a single algebraic expression and then just read off any term? Generating functions make this magic happen.
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Subjects · study & training · careers
Choose something you are considering. FACTREE will give you a clear picture of what it contains, how its main parts connect and where it could lead.
This private catalogue connects 31 subjects, study routes and careers across six broad areas. Public Maps and learner routes remain off.
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Structuring the Programming Map…
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