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Commit cd04b8c8 authored by Maciej Topyla's avatar Maciej Topyla
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Introduction text cosmetics

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# Math for quantum # Math for Quantum
!!! summary "Learning goals" !!! summary "Learning goals"
...@@ -8,20 +8,20 @@ ...@@ -8,20 +8,20 @@
- solve mathematical problems encountered in the follow-up courses of the minor. - solve mathematical problems encountered in the follow-up courses of the minor.
- explain Hilbert spaces of (in)finite dimension. - explain Hilbert spaces of (in)finite dimension.
Mathematics for quantum mechanics gives you a compact introduction and review *Mathematics for Quantum Mechanics* gives you a compact introduction and review
of the basic mathematical tools commonly used in quantum mechanics. Throughout of the basic mathematical tools commonly used in quantum mechanics. Throughout
the course we have kept quantum mechanics applications in mind, but at the the course, we keep quantum mechanics applications in mind, but at the
core this is still a math course. For this reason, applying what you learned core, this is still a math course. For this reason, applying what you learned
to examples and exercises is **crucial**! to examples and exercises is **crucial**!
Each lecture note comes with an extensive set of exercises. Each exercise is labeled Each lecture note comes with an extensive set of exercises, and each exercise is labeled
according to difficulty: according to its difficulty:
- [:grinning:] easy - [:grinning:] easy
- [:smirk:] intermediate - [:smirk:] intermediate
- [:sweat:] difficult - [:sweat:] difficult
In these notes our aim is to provide learning materials which are: In these notes, our aim is to provide learning materials which are:
- self-contained - self-contained
- easy to modify and remix, so we provide the full source, including the code - easy to modify and remix, so we provide the full source, including the code
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