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16篇 您的检索式:作者名="Malitz"
    题名 作者 年代 出处 被引量
1Trade credit,quality guarantees,and product marketability显示文摘Long M Malitz I Ravid A 0,,04:1
2Trade Credit,Quality Guarantees, and Product Marketability 显示文摘Long M S Malitz I B Ravid S A 1993Financial Manage- ment1993,22,4:1
3The investment-financing nexus:Some empirical evidence显示文摘Long M Malitz I 1985Midland Corporate Finance Journal1985,3,:1
4Trade Credit, Quality Guarantees, and Product Marketability 显示文摘Long M S I B Malitz S A Ravid 1993Financial Management1993,,4:1
5Trade credit, quality guarantees, and product marketability 显示文摘Long M S Malitz I B Ravid S A 1993Financial Management1993,22,4:1
6Trade Credit, Quality Guarantees, and Product Marketability 显示文摘Long M S Malitz I B Ravid S A 1993Financial Management1993,22,4:1
7The investment-financing nexus:Some empirical evidence显示文摘Long and Malitz 1985Midland Finance Journal1985,3,:1
8Trade credit, quality guarantees, and product marketability显示文摘Long M S Malitz I B Ravid S A 1993Financial Management1993,22,4:1
9The investment-financing nexus:some empirical evidence显示文摘Long M Malitz I 0,,:1
10Postictal excitement following bilateral and right-unilateral ECT 显示文摘Sackeim HA Decina P Malitz S 1983Am J Psychiatry1983,140,10:1
11Trade Credit, Quality Guarantees, and Product Marketability 显示文摘Long M S Malitz I B Ravid S A 1993Financial Management1993,22,4:1
12The investrnent-financing nexus:some empitical evidence显示文摘Long M Malitz 1 0,,:1
13Trade credit, quality guarantees, and product marketability显示文摘Long M S Malitz I B Ravid S A 1993Financial Management1993,,:1
14On trade credit,quality guarantees and product market Ability显示文摘Long M S Malitz I B Ravid S A 1993Financial Management1993,22,4:1
15Trade credit, quality guarantees, and product marketability 显示文摘LONG M S MALITZ I B RAVID S A 1993The Journal of the Financial Management Association1993,22,4:1
16A TWO-GRID METHOD FOR THE C^0 INTERIOR PENALTY DISCRETIZATION OF THE MONGE-AMPERE EQUATION显示文摘The purpose of this paper is to analyze an efficient method for the solution of the nonlinear system resulting from the discretization of the elliptic Monge-Ampere equation by a C0 interior penalty method with Lagrange finite elements.We consider the two-grid method for nonlinear equations which consists in solving the discrete nonlinear system on a coarse mesh and using that solution as initial guess for one iteration of Newton’s method on a finer mesh.Thus both steps are inexpensive.We give quasi-optimal W1,1 error estimates for the discretization and estimate the difference between the interior penalty solution and the two-grid numerical solution.Numerical experiments confirm the computational efficiency of the approach compared to Newton’s method on the fine mesh.Gerard Awanou Hengguang Li Eric Malitz 2020Journal of Computational Mathematics2020,38,4:0
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