The phrase "advanced algebra" is correct and usable in written English.
It can be used to refer to a higher level of algebra that typically involves complex concepts and techniques beyond basic algebra.
Example: "In this course, we will cover advanced algebra topics such as polynomial functions and logarithmic equations."
Alternatives: "higher algebra" or "complex algebra".
My own science O-level included trigonometry, advanced algebra and differential calculus, and related them to physics, engineering, statics and dynamics.
The test is incredibly difficult; answering the multiple-choice questions requires knowledge of chemistry, physics, advanced algebra and geometry, and testing lasts for two days.
Even though I flunked advanced algebra in high school and still have no idea what "the calculus" is, I used to flatter myself that I was good at math.
Mr. Stone said his research on high school curriculum and scores on the ACT entrance test suggested that students did not need advanced algebra to be college-ready in math.
The new maths GCSE features advanced algebra, statistics, ratio, probability and geometry.
Thus, for example, it reports the proportions of jobs that require the use of calculus, advanced algebra or inferential statistics.
The method is based on a computational homological algebra representation (called homological spanning forest or HSF, for short) that is an useful framework to design fast and efficient algorithms for computing advanced algebraic-topological information (classification of cycles, cohomology algebra, homology A-coalgebra, cohomology operations, homotopy groups, …).
He adds with a grin: "You still have to pass advanced integral algebra".
All have set up offices along a direct bus route from student housing, recruit heavily from the student body and offer working hours that take those advanced integral algebra exams into account.
This applies to basic arithmetics like addition and multiplication as well as to complex operations like Fourier transformation and advanced linear algebra, e.g. operator inversions or singular value decompositions.
She also worked closely with Wolfgang Krull, who greatly advanced commutative algebra with his Hauptidealsatz and his dimension theory for commutative rings.
