Journal of Mathematics and System Science is a international, scholarly and peer-reviewed journal （print and online, Print： ISSN 2159-5291; Online： ISSN 2159-5305） published monthly by David Publishing Company, US...Journal of Mathematics and System Science is a international, scholarly and peer-reviewed journal （print and online, Print： ISSN 2159-5291; Online： ISSN 2159-5305） published monthly by David Publishing Company, USA which was founded in 2001. The Journal seeks to bridge and integrate the intellectual, methodological, and substantive diversity of scholarship in mathematics and system science,展开更多
Universal optimality of digital nets and lattice designs AI MingYao & HICKERNELL Fred J Abstract This article considers universal optimality of digital nets and lattice designs in a regression model.Based on the e...Universal optimality of digital nets and lattice designs AI MingYao & HICKERNELL Fred J Abstract This article considers universal optimality of digital nets and lattice designs in a regression model.Based on the equivalence theorem for matrix means and majorization theory,the necessary and sufficient conditions for lattice designs beingφ_p- and universally optimal in trigonometric展开更多
Exponential Polynomials as Solutions of Certain Nonlinear Difference Equations Zhi Tao WEN Janne HEITTOKANGAS Ilpo LAINE Abstract Recently,C.-C.Yang and I.Laine have investigated finite order entire
文摘Journal of Mathematics and System Science is a international, scholarly and peer-reviewed journal （print and online, Print： ISSN 2159-5291; Online： ISSN 2159-5305） published monthly by David Publishing Company, USA which was founded in 2001. The Journal seeks to bridge and integrate the intellectual, methodological, and substantive diversity of scholarship in mathematics and system science,
文摘Universal optimality of digital nets and lattice designs AI MingYao & HICKERNELL Fred J Abstract This article considers universal optimality of digital nets and lattice designs in a regression model.Based on the equivalence theorem for matrix means and majorization theory,the necessary and sufficient conditions for lattice designs beingφ_p- and universally optimal in trigonometric
文摘Exponential Polynomials as Solutions of Certain Nonlinear Difference Equations Zhi Tao WEN Janne HEITTOKANGAS Ilpo LAINE Abstract Recently,C.-C.Yang and I.Laine have investigated finite order entire
