New answers tagged quaternions
2
votes
Accepted
Hilbert symbol of a quaternion algebra given ramified places
Check out Exercise 14.9 in my book (http://quatalg.org). You want a quaternion algebra of discriminant $\Delta(A)=D=26$. You can take $b=D=26$, and then you need to find an odd prime $q \equiv 5 \...
Top 50 recent answers are included
Related Tags
quaternions × 140ra.rings-and-algebras × 29
nt.number-theory × 23
noncommutative-algebra × 14
reference-request × 13
linear-algebra × 12
lie-groups × 12
algebraic-number-theory × 12
gr.group-theory × 10
cv.complex-variables × 9
octonions × 9
quaternion-algebras × 9
rt.representation-theory × 8
matrices × 8
ag.algebraic-geometry × 7
clifford-algebras × 7
quaternionic-geometry × 7
dg.differential-geometry × 6
division-algebras × 6
finite-groups × 5
complex-geometry × 4
kahler-manifolds × 4
hypercomplex-numbers × 4
ac.commutative-algebra × 3
mg.metric-geometry × 3