Restoring old revision of "Item:Q1142940"

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@@ Property / National Library Identifier @@
-a0000001614455
@@ Property / National Library Identifier: a0000001614455 / rank @@
-Normal rank
@@ Property / Related person @@
-Lie, Sophus
@@ Property / Related person: Lie, Sophus / rank @@
-Normal rank
@@ Property / Related Subject @@
-Grupa topologiczna
@@ Property / Related Subject: Grupa topologiczna / rank @@
-Normal rank
@@ Property / Related Subject @@
-Algebra Liego
@@ Property / Related Subject: Algebra Liego / rank @@
-Normal rank
@@ Property / Related Subject @@
-Dunkl operator
@@ Property / Related Subject: Dunkl operator / rank @@
-Normal rank
@@ Property / Related Subject @@
-Grupa Chevalley'a
@@ Property / Related Subject: Grupa Chevalley'a / rank @@
-Normal rank
@@ Property / Related Subject @@
-Grupa nilpotentna
@@ Property / Related Subject: Grupa nilpotentna / rank @@
-Normal rank
@@ Property / Related Subject @@
-Grupa rozwiązalna
@@ Property / Related Subject: Grupa rozwiązalna / rank @@
-Normal rank
@@ Property / Related Subject @@
-Pełna grupa liniowa
@@ Property / Related Subject: Pełna grupa liniowa / rank @@
-Normal rank
@@ Property / Related Subject @@
-Symetria (fizyka)
@@ Property / Related Subject: Symetria (fizyka) / rank @@
-Normal rank
@@ Property / Related Subject @@
-Teoria Liego
@@ Property / Related Subject: Teoria Liego / rank @@
-Normal rank
@@ Property / Related Subject @@
-Teoria reprezentacji (algebra)
@@ Property / Related Subject: Teoria reprezentacji (algebra) / rank @@
-Normal rank
@@ Property / Related Subject @@
-Teoria Wielkiej Unifikacji
@@ Property / Related Subject: Teoria Wielkiej Unifikacji / rank @@
-Normal rank
@@ Property / Related Subject @@
-Teoria z cechowaniem
@@ Property / Related Subject: Teoria z cechowaniem / rank @@
-Normal rank
@@ Property / Related Subject @@
-Twierdzenie Noether
@@ Property / Related Subject: Twierdzenie Noether / rank @@
-Normal rank
@@ Property / Related Subject @@
-Układ pierwiastkowy (matematyka)
@@ Property / Related Subject: Układ pierwiastkowy (matematyka) / rank @@
-Normal rank
@@ Property / Related Subject @@
-Grupa ortogonalna
@@ Property / Related Subject: Grupa ortogonalna / rank @@
-Normal rank
@@ Property / Related Subject @@
-Grupa SL(n)
@@ Property / Related Subject: Grupa SL(n) / rank @@
-Normal rank
@@ Property / Related Subject @@
-Grupa SO(n)
@@ Property / Related Subject: Grupa SO(n) / rank @@
-Normal rank
@@ Property / Related Subject @@
-Grupa symplektyczna
@@ Property / Related Subject: Grupa symplektyczna / rank @@
-Normal rank
@@ Property / Related Subject @@
-Grupa U(n)
@@ Property / Related Subject: Grupa U(n) / rank @@
-Normal rank
@@ Property / Related Subject @@
-Grupa Weyla
@@ Property / Related Subject: Grupa Weyla / rank @@
-Normal rank
@@ Property / Type @@
-Unknown
@@ Property / Type: Unknown / rank @@
-Normal rank
@@ Property / Version @@
-P79483T84545
@@ Property / Version: P79483T84545 / rank @@
-Normal rank
@@ Property / Version @@
+Bonhart
@@ Property / Version: Bonhart / rank @@
+Normal rank