Class information for: |
Basic class information |
Class id | #P | Avg. number of references |
Database coverage of references |
---|---|---|---|
26199 | 261 | 10.7 | 29% |
Hierarchy of classes |
The table includes all classes above and classes immediately below the current class. |
Cluster id | Level | Cluster label | #P |
---|---|---|---|
15 | 4 | MATHEMATICS//MATHEMATICS, APPLIED//MATH | 719832 |
234 | 3 | JOURNAL OF ALGEBRA//MATHEMATICS//COMMUNICATIONS IN ALGEBRA | 48681 |
831 | 2 | FINITE GROUP//JOURNAL OF ALGEBRA//MATHEMATICS | 11829 |
26199 | 1 | MINIMAL NONABELIAN P GROUPS//METACYCLIC P GROUPS//NON NORMAL SUBGROUPS | 261 |
Terms with highest relevance score |
rank | Term | termType | Chi square | Shr. of publ. in class containing term |
Class's shr. of term's tot. occurrences |
#P with term in class |
---|---|---|---|---|---|---|
1 | MINIMAL NONABELIAN P GROUPS | authKW | 1871888 | 8% | 80% | 20 |
2 | METACYCLIC P GROUPS | authKW | 1163047 | 5% | 76% | 13 |
3 | NON NORMAL SUBGROUPS | authKW | 974943 | 4% | 83% | 10 |
4 | FINITE P GROUPS | authKW | 841453 | 11% | 26% | 28 |
5 | AT GROUPS | authKW | 701961 | 2% | 100% | 6 |
6 | P GROUPS OF MAXIMAL CLASS | authKW | 631758 | 3% | 60% | 9 |
7 | INNER ABELIAN P GROUPS | authKW | 584968 | 2% | 100% | 5 |
8 | MINIMAL NON ABELIAN GROUPS | authKW | 584968 | 2% | 100% | 5 |
9 | A2 GROUPS | authKW | 467974 | 2% | 100% | 4 |
10 | REGULAR P GROUPS | authKW | 467974 | 2% | 100% | 4 |
Web of Science journal categories |
Rank | Term | Chi square | Shr. of publ. in class containing term |
Class's shr. of term's tot. occurrences |
#P with term in class |
---|---|---|---|---|---|
1 | Mathematics | 14390 | 100% | 0% | 260 |
2 | Mathematics, Applied | 909 | 24% | 0% | 63 |
3 | Dermatology | -0 | 0% | 0% | 1 |
Address terms |
Rank | Term | Chi square | Shr. of publ. in class containing term |
Class's shr. of term's tot. occurrences |
#P with term in class |
---|---|---|---|---|---|
1 | MATEMAT SAILA | 172042 | 2% | 29% | 5 |
2 | DIPARTIMENTO MATEMAT PLNI | 116994 | 0% | 100% | 1 |
3 | FAK MATEMAT FIZ | 16133 | 1% | 7% | 2 |
4 | KRASOVSKII MATH MECH | 9928 | 1% | 3% | 3 |
5 | FAK NARAVOSLOVJE MATEMAT | 6880 | 0% | 6% | 1 |
6 | MATH | 4610 | 49% | 0% | 129 |
7 | RADIOELECT INFORMAT TECHNOL | 4032 | 0% | 3% | 1 |
8 | DIPARTIMENTO MATEMAT PLICAZIONI R CACCIOPPOLI | 3772 | 0% | 3% | 1 |
9 | FRG | 3543 | 0% | 3% | 1 |
10 | OMSK | 3543 | 0% | 3% | 1 |
Journals |
Rank | Term | Chi square | Shr. of publ. in class containing term |
Class's shr. of term's tot. occurrences |
#P with term in class |
---|---|---|---|---|---|
1 | GLASNIK MATEMATICKI | 44296 | 4% | 4% | 10 |
2 | JOURNAL OF GROUP THEORY | 37744 | 7% | 2% | 17 |
3 | JOURNAL OF ALGEBRA | 31362 | 23% | 0% | 59 |
4 | JOURNAL OF ALGEBRA AND ITS APPLICATIONS | 19674 | 6% | 1% | 15 |
5 | ALGEBRA COLLOQUIUM | 10048 | 4% | 1% | 10 |
6 | ISRAEL JOURNAL OF MATHEMATICS | 7974 | 6% | 0% | 16 |
7 | ARCHIV DER MATHEMATIK | 5221 | 6% | 0% | 15 |
8 | COMMUNICATIONS IN ALGEBRA | 4828 | 8% | 0% | 20 |
9 | SCIENCE CHINA-MATHEMATICS | 2113 | 2% | 0% | 5 |
10 | PROCEEDINGS OF THE STEKLOV INSTITUTE OF MATHEMATICS | 1785 | 2% | 0% | 4 |
Author Key Words |
Rank | Term | Chi square | Shr. of publ. in class containing term |
Class's shr. of term's tot. occurrences |
#P with term in class |
LCSH search | Wikipedia search |
---|---|---|---|---|---|---|---|
1 | MINIMAL NONABELIAN P GROUPS | 1871888 | 8% | 80% | 20 | Search MINIMAL+NONABELIAN+P+GROUPS | Search MINIMAL+NONABELIAN+P+GROUPS |
2 | METACYCLIC P GROUPS | 1163047 | 5% | 76% | 13 | Search METACYCLIC+P+GROUPS | Search METACYCLIC+P+GROUPS |
3 | NON NORMAL SUBGROUPS | 974943 | 4% | 83% | 10 | Search NON+NORMAL+SUBGROUPS | Search NON+NORMAL+SUBGROUPS |
4 | FINITE P GROUPS | 841453 | 11% | 26% | 28 | Search FINITE+P+GROUPS | Search FINITE+P+GROUPS |
5 | AT GROUPS | 701961 | 2% | 100% | 6 | Search AT+GROUPS | Search AT+GROUPS |
6 | P GROUPS OF MAXIMAL CLASS | 631758 | 3% | 60% | 9 | Search P+GROUPS+OF+MAXIMAL+CLASS | Search P+GROUPS+OF+MAXIMAL+CLASS |
7 | INNER ABELIAN P GROUPS | 584968 | 2% | 100% | 5 | Search INNER+ABELIAN+P+GROUPS | Search INNER+ABELIAN+P+GROUPS |
8 | MINIMAL NON ABELIAN GROUPS | 584968 | 2% | 100% | 5 | Search MINIMAL+NON+ABELIAN+GROUPS | Search MINIMAL+NON+ABELIAN+GROUPS |
9 | A2 GROUPS | 467974 | 2% | 100% | 4 | Search A2+GROUPS | Search A2+GROUPS |
10 | REGULAR P GROUPS | 467974 | 2% | 100% | 4 | Search REGULAR+P+GROUPS | Search REGULAR+P+GROUPS |
Core articles |
The table includes core articles in the class. The following variables is taken into account for the relevance score of an article in a cluster c: (1) Number of references referring to publications in the class. (2) Share of total number of active references referring to publications in the class. (3) Age of the article. New articles get higher score than old articles. (4) Citation rate, normalized to year. |
Rank | Reference | # ref. in cl. |
Shr. of ref. in cl. |
Citations |
---|---|---|---|---|
1 | LI, LL , QU, HP , (2016) THE NUMBER OF CONJUGACY CLASSES OF NONNORMAL SUBGROUPS OF FINITE P-GROUPS.JOURNAL OF ALGEBRA. VOL. 466. ISSUE . P. 44 -62 | 12 | 100% | 0 |
2 | BERKOVICH, Y , (2010) NONNORMAL AND MINIMAL NONABELIAN SUBGROUPS OF A FINITE GROUP.ISRAEL JOURNAL OF MATHEMATICS. VOL. 180. ISSUE 1. P. 371-412 | 11 | 92% | 1 |
3 | ZHANG, JQ , ZHANG, QH , (2016) FINITE P-GROUPS ALL OF WHOSE MINIMAL NONNORMAL SUBGROUPS POSSES LARGE NORMAL CLOSURES.COMMUNICATIONS IN ALGEBRA. VOL. 44. ISSUE 2. P. 628 -638 | 8 | 100% | 0 |
4 | ZHANG, LH , XIA, YM , ZHANG, QH , (2015) FINITE P-GROUPS ALL OF WHOSE MAXIMAL SUBGROUPS EITHER ARE METACYCLIC OR HAVE A DERIVED SUBGROUP OF ORDER <= P.CHINESE ANNALS OF MATHEMATICS SERIES B. VOL. 36. ISSUE 1. P. 11 -30 | 7 | 100% | 0 |
5 | AN, LJ , PENG, J , (2013) FINITE P-GROUPS IN WHICH ANY TWO NONCOMMUTATIVE ELEMENTS GENERATE AN INNER ABELIAN GROUP OF ORDER P(4).ALGEBRA COLLOQUIUM. VOL. 20. ISSUE 2. P. 215-226 | 7 | 100% | 0 |
6 | WANG, LF , QU, HP , (2016) FINITE GROUPS IN WHICH THE NORMAL CLOSURES OF NON-NORMAL SUBGROUPS HAVE THE SAME ORDER.JOURNAL OF ALGEBRA AND ITS APPLICATIONS. VOL. 15. ISSUE 7. P. - | 6 | 100% | 0 |
7 | BERKOVICH, Y , (2008) MINIMAL NONABELIAN AND MAXIMAL SUBGROUPS OF A FINITE P-GROUP.GLASNIK MATEMATICKI. VOL. 43. ISSUE 1. P. 97-109 | 7 | 100% | 0 |
8 | BERKOVICH, Y , (2010) ON FINITE P-GROUPS WITH FEW NONABELIAN SUBGROUPS OF ORDER P(P) AND EXPONENT P.ISRAEL JOURNAL OF MATHEMATICS. VOL. 179. ISSUE 1. P. 189-210 | 6 | 100% | 0 |
9 | ZHANG, QH , LI, XX , SU, MJ , (2014) FINITE P-GROUPS WHOSE NONNORMAL SUBGROUPS HAVE ORDERS AT MOST P (3).FRONTIERS OF MATHEMATICS IN CHINA. VOL. 9. ISSUE 5. P. 1169 -1194 | 6 | 86% | 2 |
10 | BERKOVICH, Y , (2008) ON THE NUMBER OF SUBGROUPS OF GIVEN TYPE IN A FINITE P-GROUP.GLASNIK MATEMATICKI. VOL. 43. ISSUE 1. P. 59-95 | 6 | 100% | 0 |
Classes with closest relation at Level 1 |