Kyushu Journal of Mathematics

Papers
(The TQCC of Kyushu Journal of Mathematics is 1. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2020-10-01 to 2024-10-01.)
ArticleCitations
WEIGHTED SYLVESTER SUMS ON THE FROBENIUS SET IN MORE VARIABLES12
INTERLACING OF ZEROS OF EISENSTEIN SERIES6
A STIELTJES SEPARATION PROPERTY OF ZEROS OF EISENSTEIN SERIES4
ON <i>q</i>-ANALOGUES OF ZETA FUNCTIONS OF ROOT SYSTEMS3
A NOTE ON KNOT FERTILITY3
MULTIPLE ZETA FUNCTIONS OF KANEKO-TSUMURA TYPE AND THEIR VALUES AT POSITIVE INTEGERS3
EXTENSIONS OF EULER-TYPE SUMS AND RAMANUJAN-TYPE SUMS3
ARONSON–BÉNILAN GRADIENT ESTIMATES FOR POROUS MEDIUM EQUATIONS UNDER LOWER BOUNDS OF <i>N</i>-WEIGHTED RICCI CURVATURE WITH <i>N</i> < 01
FINITENESS OF THE NUMBER OF CRITICAL VALUES OF THE HARTREE-FOCK ENERGY FUNCTIONAL LESS THAN A CONSTANT SMALLER THAN THE FIRST ENERGY THRESHOLD1
ELLIPTIC ASYMPTOTIC REPRESENTATION OF THE FIFTH PAINLEVÉ TRANSCENDENTS1
EXTREMAL QUASIMODULAR FORMS OF LOWER DEPTH WITH INTEGRAL FOURIER COEFFICIENTS1
ON THE DIMENSION OF THE GLOBAL SECTIONS OF THE ADJOINT BUNDLE FOR POLARIZED 5-FOLDS1
WHITNEY APPROXIMATION FOR SMOOTH CW COMPLEX1
PRINCIPAL FACTORS AND LATTICE MINIMA IN CUBIC FIELDS1
SUPERCONGRUENCES OF MULTIPLE HARMONIC <i>q</i>-SUMS AND GENERALIZED FINITE/SYMMETRIC MULTIPLE ZETA VALUES1
OHNO-TYPE RELATIONS FOR CLASSICAL AND FINITE MULTIPLE ZETA-STAR VALUES1
A CONGRUENCE BETWEEN SYMMETRIC MULTIPLE ZETA-STAR VALUES AND MULTIPLE ZETA-STAR VALUES1
METHODS FOR COMPUTING <i>b</i>-FUNCTIONS ASSOCIATED WITH <i>µ</i>-CONSTANT DEFORMATIONS: CASE OF INNER MODALITY TWO1
JACOBI-TRUDI FORMULA FOR THE HIGHER CAPELLI ELEMENTS OF CLASSICAL LIE ALGEBRAS1
VIRTUALLY EXPANDING DYNAMICS1
SYMMETRIZED TALAGRAND INEQUALITIES ON EUCLIDEAN SPACES1
EXPLICIT RELATIONS BETWEEN KANEKO-YAMAMOTO TYPE MULTIPLE ZETA VALUES AND RELATED VARIANTS1
ON ℓ-ADIC GALOIS POLYLOGARITHMS AND TRIPLE ℓTH POWER RESIDUE SYMBOLS1
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