The purpose of this paper is to construct a multivariate generalization of a new kind of Kantorovich type q-Bernstein-Schurer operators. First, we establish the moments of the operators and then prove the rate of conv...The purpose of this paper is to construct a multivariate generalization of a new kind of Kantorovich type q-Bernstein-Schurer operators. First, we establish the moments of the operators and then prove the rate of convergence by using the modulus of continuity. Finally, we obtain the degree of approximation by means of Lipschitz type class.展开更多
近日．为全新N-Gage游戏《极品飞车——无间风云》（Need For Speed Undercover）量身打造的诺基亚连城诀Ⅱ“赏金车手”全国总决赛在京城激烈开战。在历经将近2个月的比拼角逐后．来自全国24个城市的24名决赛选手齐聚京城．通过一系列...近日．为全新N-Gage游戏《极品飞车——无间风云》（Need For Speed Undercover）量身打造的诺基亚连城诀Ⅱ“赏金车手”全国总决赛在京城激烈开战。在历经将近2个月的比拼角逐后．来自全国24个城市的24名决赛选手齐聚京城．通过一系列惊险刺激的运动之战——空战之动力三角翼、海战之水上摩托艇和陆战之保时捷跑车三场比赛最终决出全国冠、亚、季军。展开更多
文摘The purpose of this paper is to construct a multivariate generalization of a new kind of Kantorovich type q-Bernstein-Schurer operators. First, we establish the moments of the operators and then prove the rate of convergence by using the modulus of continuity. Finally, we obtain the degree of approximation by means of Lipschitz type class.
文摘近日．为全新N-Gage游戏《极品飞车——无间风云》（Need For Speed Undercover）量身打造的诺基亚连城诀Ⅱ“赏金车手”全国总决赛在京城激烈开战。在历经将近2个月的比拼角逐后．来自全国24个城市的24名决赛选手齐聚京城．通过一系列惊险刺激的运动之战——空战之动力三角翼、海战之水上摩托艇和陆战之保时捷跑车三场比赛最终决出全国冠、亚、季军。
