Yazar
Armand Borel
30 cilt bulundu.
Armand Borel · Springer New York
398 sayfa · 1969
Linear algebraic groups / Mathematics / Topological Groups / Lie Groups Topological Groups
Armand Borel · Springer-Verlag
98 sayfa · 1972
Representations of groups / Locally compact groups / Mathematics / Mathematics, general
Armand Borel · Birkhäuser Boston
479 sayfa · 2005
Compactifications / Symmetric spaces / Locally compact spaces / Mathematics / Symmetrische ruimten
Friedrich Hirzebruch, R. L. E. Schwarzenberger, Armand Borel · Springer
248 sayfa · 1995
Geometry / Mathematics
Armand Borel, Nolan R. Wallach · American Mathematical Society
387 sayfa · 1980
Lie groups / Homology theory / Representations of groups / Politics/International Relations / International Relations - Arms Control
Chen Ning Yang, Roger Penrose, Armand Borel, Komaravolu Chandrasekharan · Springer
126 sayfa · 1986
Mathematics / Mathematicians / Mathematical physics / Biography
Armand Borel · Amer Mathematical Society
426 sayfa · 1966
Algèbres de groupes / Groupes discontinus / Algebraische Gruppe / Untergruppenverband / Kongress
Armand Borel · Princeton University Press
245 sayfa · 1961
Transformationsgruppe / Algebraic topology / Transformation groups
Armand Borel · Academic Press
355 sayfa · 1987
Differentiable manifolds / Germs (Mathematics) / Rings (Algebra) / Sheaf theory / D-modules
Armand Borel · Birkhäuser
234 sayfa · 2008
Intersection homology theory / Sheaf theory / Piecewise linear topology / Homology theory / Number theory
Armand Borel · Birkhauser
238 sayfa · 1984
Intersection homology theory / Sheaf theory / Piecewise linear topology / Homology theory / Intersection theory (Mathematics)
Armand Borel · Springer Berlin / Heidelberg
93 sayfa · 1957
Homology theory / Topology / Mathematics / Mathematics, general
Armand Borel · American Mathematical Society
Sayfa sayısı yok · 2019
Mathematics / Linear algebraic groups / Group theory / Set theory
Armand Borel · American Mathematical Society
136 sayfa · 2002
Root systems (Algebra) / Compact groups / Lie groups



















