Browse “Set-off and counterclaim (Roman law)” in an alphabetical list of subjects

Browse by subject help: Search within an alphabetical list of all Library of Congress Subject Headings - Opens in new windowopen_in_new (LCSH) indexed in the Library catalog.

Subject Records
Subject:
Set-off and counterclaim--New York (State) 3 records
3 records
Subject:
Set-off and counterclaim (Roman-Dutch law) About this subject - Opens in new windowopen_in_new 0 records
Broader term (in subject list):
  1. Roman-Dutch law (479 records)
0 records
We found a matching subject in our catalog for: Set-off and counterclaim (Roman law).
Subject:
Set-off and counterclaim (Roman law) About this subject - Opens in new windowopen_in_new 8 records
Broader term (in subject list):
  1. Roman law (2326 records)
8 records
Subject:
Set-off and counterclaim--Soviet Union 1 record
1 record
Subject:
Set-off and counterclaim--Sweden 1 record
1 record
Subject:
Set-off and counterclaim--United States 13 records
13 records
Subject:
Set-off and counterclaim--Vermont 6 records
6 records
Subject:
Set-off and counterclaim--Wales 1 record
1 record
Subject:
Set (Psychology) About this subject - Opens in new windowopen_in_new 8 records
Broader terms (in subject list):
  1. Attention (526 records)
  2. Psychology (8386 records)
Narrower term (in subject list):
  1. Response set (3 records)
8 records
Subject:
Set (Psychology)--Congresses 2 records
2 records
Subject:
Set (The English word) 1 record
1 record
Subject:
Set theory About this subject - Opens in new windowopen_in_new 844 records
Broader term (in subject list):
  1. Mathematics (9679 records)
Narrower terms (in subject list):
  1. Admissible sets (5 records)
  2. Algebra, Abstract (362 records)
  3. Algebra, Boolean (202 records)
  4. Analytic sets (6 records)
  5. Arithmetic (931 records)
  6. Axiomatic set theory (94 records)
  7. Betweenness relations (Mathematics) (2 records)
  8. Cardinal numbers (22 records)
  9. Cluster set theory (8 records)
  10. Combinatorial set theory (20 records)
Show all 42 narrower terms Hide 32 narrower terms
  1. Continuum hypothesis (13 records)
  2. Convex sets (73 records)
  3. Descriptive set theory (29 records)
  4. Equivalence classes (Set theory) (7 records)
  5. Equivalence relations (Set theory) (14 records)
  6. Functions (1152 records)
  7. Fuzzy sets (226 records)
  8. Galois correspondences (6 records)
  9. Helson sets (0 records)
  10. Hypersets (1 record)
  11. Isomorphisms (Mathematics) (35 records)
  12. Large cardinals (Mathematics) (11 records)
  13. Lattice theory (349 records)
  14. Linear orderings (5 records)
  15. Metric spaces (196 records)
  16. Morphisms (Mathematics) (21 records)
  17. Nets (Mathematics) (38 records)
  18. Numbers, Ordinal (13 records)
  19. Ordered sets (20 records)
  20. Point set theory (29 records)
  21. Random sets (15 records)
  22. Rough sets (35 records)
  23. Semialgebraic sets (5 records)
  24. Semianalytic sets (3 records)
  25. Set functions (15 records)
  26. Sets of pairs of functions to be distinguished (1 record)
  27. Sidon sets (3 records)
  28. Simplexes (Mathematics) (7 records)
  29. Stratified sets (11 records)
  30. Tolerance spaces (0 records)
  31. Topology (1547 records)
  32. Transfinite numbers (29 records)
844 records
Subject:
Set theory--Congresses About this subject - Opens in new windowopen_in_new 50 records
50 records
Subject:
Set theory--Fiction 3 records
3 records
Subject:
Set theory--Handbooks, manuals, etc 1 record
1 record
Subject:
Set theory--History 8 records
8 records
Subject:
Set theory--History--19th century 2 records
2 records
Subject:
Set theory--History--20th century 2 records
2 records
Subject:
Set theory--Juvenile literature About this subject - Opens in new windowopen_in_new 12 records
12 records
Subject:
Set theory (Mathematics) 1 record
1 record

The University of Michigan Library aims to describe library materials in a way that respects the people and communities who create, use, and are represented in our collections. Report harmful or offensive language anonymously through our metadata feedback form. More information at Remediation of Harmful Language.

Give feedback about this page - Opens in new windowopen_in_new