Class information for: |
Basic class information |
Class id | #P | Avg. number of references |
Database coverage of references |
---|---|---|---|
14999 | 737 | 21.1 | 45% |
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 |
568 | 3 | COMPUTER AIDED GEOMETRIC DESIGN//ISOGEOMETRIC ANALYSIS//COMPUTER-AIDED DESIGN | 16883 |
1419 | 2 | COMPUTER AIDED GEOMETRIC DESIGN//ISOGEOMETRIC ANALYSIS//COMPUTER-AIDED DESIGN | 7983 |
14999 | 1 | SUBDIVISION SURFACES//SUBDIVISION SCHEMES//SUBDIVISION | 737 |
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 | SUBDIVISION SURFACES | authKW | 1408866 | 9% | 49% | 69 |
2 | SUBDIVISION SCHEMES | authKW | 1181064 | 8% | 49% | 58 |
3 | SUBDIVISION | authKW | 1028406 | 13% | 26% | 97 |
4 | NONLINEAR SUBDIVISION | authKW | 917843 | 3% | 92% | 24 |
5 | NONLINEAR SUBDIVISION SCHEME | authKW | 830493 | 3% | 95% | 21 |
6 | INTERPOLATORY SUBDIVISION | authKW | 621459 | 2% | 100% | 15 |
7 | COMPUTER AIDED GEOMETRIC DESIGN | journal | 483063 | 16% | 10% | 119 |
8 | APPROXIMATING SUBDIVISION SCHEME | authKW | 414306 | 1% | 100% | 10 |
9 | CONVERGENCE AND SMOOTHNESS | authKW | 372875 | 1% | 100% | 9 |
10 | CATMULL CLARK SUBDIVISION SURFACES | authKW | 331445 | 1% | 100% | 8 |
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 | Computer Science, Software Engineering | 38539 | 53% | 0% | 388 |
2 | Mathematics, Applied | 12130 | 51% | 0% | 374 |
3 | Computer Science, Theory & Methods | 354 | 7% | 0% | 49 |
4 | Mathematics | 274 | 10% | 0% | 72 |
5 | Mathematics, Interdisciplinary Applications | 91 | 3% | 0% | 22 |
6 | Physics, Mathematical | 38 | 3% | 0% | 20 |
7 | Computer Science, Interdisciplinary Applications | 37 | 3% | 0% | 19 |
8 | Computer Science, Artificial Intelligence | 26 | 2% | 0% | 16 |
9 | Computer Science, Hardware & Architecture | 20 | 1% | 0% | 9 |
10 | Computer Science, Information Systems | 18 | 2% | 0% | 14 |
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 LICADA ESTADIST | 100740 | 4% | 8% | 31 |
2 | CC NN | 82861 | 0% | 100% | 2 |
3 | CC SS LICADAS EDUC | 82861 | 0% | 100% | 2 |
4 | COMP GR H KNOWLEDGE VISUALISAT | 82861 | 0% | 100% | 2 |
5 | KORMAN 206 | 82861 | 0% | 100% | 2 |
6 | MATEMAT CC NN CC SS LICADAS EDUC | 82861 | 0% | 100% | 2 |
7 | CISE | 42411 | 2% | 8% | 13 |
8 | AG3 | 41431 | 0% | 100% | 1 |
9 | ANAL TOPOL PROBABILITES LATP | 41431 | 0% | 100% | 1 |
10 | AQUAT PROP | 41431 | 0% | 100% | 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 | COMPUTER AIDED GEOMETRIC DESIGN | 483063 | 16% | 10% | 119 |
2 | VISUAL COMPUTER | 40170 | 5% | 2% | 40 |
3 | COMPUTER GRAPHICS FORUM | 31650 | 7% | 2% | 48 |
4 | COMPUTER-AIDED DESIGN | 23072 | 6% | 1% | 41 |
5 | ACM TRANSACTIONS ON GRAPHICS | 20300 | 5% | 1% | 37 |
6 | GRAPHICAL MODELS | 19779 | 2% | 3% | 14 |
7 | COMPUTERS & GRAPHICS-UK | 11306 | 3% | 1% | 24 |
8 | CONSTRUCTIVE APPROXIMATION | 9349 | 2% | 2% | 15 |
9 | LECTURE NOTES IN PURE AND APPLIED MATHEMATICS | 6974 | 1% | 2% | 9 |
10 | FOUNDATIONS OF COMPUTATIONAL MATHEMATICS | 6731 | 1% | 2% | 8 |
Author Key Words |
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 | CASHMAN, TJ , (2012) BEYOND CATMULL-CLARK? A SURVEY OF ADVANCES IN SUBDIVISION SURFACE METHODS.COMPUTER GRAPHICS FORUM. VOL. 31. ISSUE 1. P. 42 -61 | 62 | 91% | 17 |
2 | MA, WY , (2005) SUBDIVISION SURFACES FOR CAD - AN OVERVIEW.COMPUTER-AIDED DESIGN. VOL. 37. ISSUE 7. P. 693 -709 | 30 | 100% | 24 |
3 | DUCHAMP, T , XIE, G , YU, T , (2016) A NECESSARY AND SUFFICIENT PROXIMITY CONDITION FOR SMOOTHNESS EQUIVALENCE OF NONLINEAR SUBDIVISION SCHEMES.FOUNDATIONS OF COMPUTATIONAL MATHEMATICS. VOL. 16. ISSUE 5. P. 1069 -1114 | 20 | 91% | 0 |
4 | BECCARI, CV , CASCIOLA, G , ROMANI, L , (2013) NON-UNIFORM NON-TENSOR PRODUCT LOCAL INTERPOLATORY SUBDIVISION SURFACES.COMPUTER AIDED GEOMETRIC DESIGN. VOL. 30. ISSUE 4. P. 357-373 | 21 | 91% | 2 |
5 | EWALD, T , REIF, U , SABIN, M , (2015) HOLDER REGULARITY OF GEOMETRIC SUBDIVISION SCHEMES.CONSTRUCTIVE APPROXIMATION. VOL. 42. ISSUE 3. P. 425 -458 | 19 | 95% | 1 |
6 | JEONG, B , LEE, YJ , YOON, J , (2013) A FAMILY OF NON-STATIONARY SUBDIVISION SCHEMES REPRODUCING EXPONENTIAL POLYNOMIALS.JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS. VOL. 402. ISSUE 1. P. 207-219 | 20 | 91% | 3 |
7 | ALBRECHT, G , ROMANI, L , (2012) CONVEXITY PRESERVING INTERPOLATORY SUBDIVISION WITH CONIC PRECISION.APPLIED MATHEMATICS AND COMPUTATION. VOL. 219. ISSUE 8. P. 4049-4066 | 17 | 100% | 4 |
8 | WANG, H , MA, W , (2009) BIORTHOGONAL WAVELETS BASED ON INTERPOLATORY ROOT 2 SUBDIVISION.COMPUTER GRAPHICS FORUM. VOL. 28. ISSUE 6. P. 1572 -1585 | 24 | 75% | 1 |
9 | WANG, HW , TANG, K , (2009) BIORTHOGONAL WAVELET CONSTRUCTION FOR HYBRID QUAD/TRIANGLE MESHES.VISUAL COMPUTER. VOL. 25. ISSUE 4. P. 349 -366 | 22 | 81% | 2 |
10 | DENG, CY , YANG, XN , (2010) A SIMPLE METHOD FOR INTERPOLATING MESHES OF ARBITRARY TOPOLOGY BY CATMULL-CLARK SURFACES.VISUAL COMPUTER. VOL. 26. ISSUE 2. P. 137 -146 | 18 | 95% | 3 |
Classes with closest relation at Level 1 |