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THE OHM-RUSH CONTENT FUNCTION III: COMPLETION, GLOBALIZATION, AND POWER-CONTENT ALGEBRAS
Epstein, Neil;Shapiro, Jay;
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Korean Mathematical Society
, v.58, no.6, pp.1311-1325,
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2 |
A LIOUVILLE THEOREM OF AN INTEGRAL EQUATION OF THE CHERN-SIMONS-HIGGS TYPE
Chen, Qinghua;Li, Yayun;Ma, Mengfan;
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Korean Mathematical Society
, v.58, no.6, pp.1327-1345,
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3 |
BERGMAN TYPE OPERATORS ON SOME GENERALIZED CARTAN-HARTOGS DOMAINS
He, Le;Tang, Yanyan;Tu, Zhenhan;
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Korean Mathematical Society
, v.58, no.6, pp.1347-1365,
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SYMMETRIC AND PSEUDO-SYMMETRIC NUMERICAL SEMIGROUPS VIA YOUNG DIAGRAMS AND THEIR SEMIGROUP RINGS
Suer, Meral;Yesil, Mehmet;
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Korean Mathematical Society
, v.58, no.6, pp.1367-1383,
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SOME NUMERICAL RADIUS INEQUALITIES FOR SEMI-HILBERT SPACE OPERATORS
Feki, Kais;
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Korean Mathematical Society
, v.58, no.6, pp.1385-1405,
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6 |
RIEMANNIAN SUBMERSIONS OF SO0(2, 1)
Byun, Taechang;
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Korean Mathematical Society
, v.58, no.6, pp.1407-1419,
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PRESERVATION OF EXPANSIVITY IN HYPERSPACE DYNAMICAL SYSTEMS
Koo, Namjip;Lee, Hyunhee;
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Korean Mathematical Society
, v.58, no.6, pp.1421-1431,
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EXISTENCE AND GENERAL DECAY FOR A VISCOELASTIC EQUATION WITH LOGARITHMIC NONLINEARITY
Ha, Tae Gab;Park, Sun-Hye;
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Korean Mathematical Society
, v.58, no.6, pp.1433-1448,
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RADIAL SYMMETRY OF POSITIVE SOLUTIONS TO A CLASS OF FRACTIONAL LAPLACIAN WITH A SINGULAR NONLINEARITY
Cao, Linfen;Wang, Xiaoshan;
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Korean Mathematical Society
, v.58, no.6, pp.1449-1460,
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MULTIPLICITY OF SOLUTIONS FOR QUASILINEAR SCHRÖDINGER TYPE EQUATIONS WITH THE CONCAVE-CONVEX NONLINEARITIES
Kim, In Hyoun;Kim, Yun-Ho;Li, Chenshuo;Park, Kisoeb;
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Korean Mathematical Society
, v.58, no.6, pp.1461-1484,
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CURVES ORTHOGONAL TO A VECTOR FIELD IN EUCLIDEAN SPACES
da Silva, Luiz C.B.;Ferreira, Gilson S. Jr.;
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Korean Mathematical Society
, v.58, no.6, pp.1485-1500,
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MAGNETIC CURVES IN ℍ3 × ℝ
Erjavec, Zlatko;Inoguchi, Jun-ichi;
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Korean Mathematical Society
, v.58, no.6, pp.1501-1511,
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ON 𝜙-EXACT SEQUENCES AND 𝜙-PROJECTIVE MODULES
Zhao, Wei;
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Korean Mathematical Society
, v.58, no.6, pp.1513-1528,
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14 |
MEAN VALUES OF DERIVATIVES OF L-FUNCTIONS IN FUNCTION FIELDS: IV
Andrade, Julio;Jung, Hwanyup;
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Korean Mathematical Society
, v.58, no.6, pp.1529-1547,
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