ALGEBRA TALTEORI KOMBINATORIK M-Ö
M.Marcus:
A survey of finite mathematics.
-
The mathematics of Paul Erdös.
Vol 1-2.
Ed. R.L.Graham, et.al.
-
C.R.F.Maunder:
Algebraic topology.
-
G.A.Miller, H.F.Blichfeldt, L.E.Dickson:
Theory and applications of finite groups.
-
H.Minkowski:
Diophantische Approximationen;
eine Einführung in die Zahlentheorie.
T.Nagell:
Lärobok i algebra.
C.S.Ogilvy:
Talteori för alla.
C.D.Olds, G.A.Davidoff, A.Lax:
The geometry of numbers.
O.Ore:
Graphs and their uses.
-
O.Ore:
Invitation to number theory.
O.Ore:
Number theory and its history.
J.G.Oxley:
Matroid theory.
-
D.Pedoe:
Circles;
a mathematical view.
-
C.Reid:
From zero to infinity,
what makes numbers interesting.
J.Roberts:
Lure of the integers.
-
E.R.Scheinerman:
Mathematics;
a discrete introduction.
-
I.R.Shafarevich:
Discourses on algebra.
-
J.H.Silverman:
A friendly introduction to number theory.
T.A.Skolem:
Abstract set theory.
-
A.Slomson:
An introduction to combinatorics.
-
S.K.Stein:
Algebra and tiling;
homomorphisms in the service of geometry.
I.Stewart, D.Tall:
Algebraic number theory.
-
W.T.Trotter:
Combinatorics and partially ordered sets;
dimension theory.
B.Ulin:
Boolesk algebra;
en introduktion.
-
B.Ulin:
Klassisk geometri;
motiv och mening.
-
B.Ulin:
Projektiv geometri;
en åskådlig introduktion.
S.Valentiner:
Vektoren und Matrizen.
B.L.Waerden:
Algebra, vol. 2.
K.Vinell:
Euklides fyra första böcker.
D.Wells:
The Penguin dictionary of curious and interesting geometry.
-
D.Wells:
The Penguin dictionary of curious and interesting numbers.