Research Catalog
On the use of triangular nets and generalized differences in the solution of the first boundary value problem for the Laplace equation in the plane.
- Title
- On the use of triangular nets and generalized differences in the solution of the first boundary value problem for the Laplace equation in the plane.
- Author
- Battin, Isaac Lucius, 1903-
- Publication
- New York, New York University, 1952.
Items in the Library & Off-site
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1 Item
| Status | Vol/Date | Format | Access | Call Number | Item Location |
|---|---|---|---|---|---|
Available - Can be used on site. Please visit New York Public Library - Schwarzman Building to submit a request in person. | no. 1-6 | Text | Use in library | VBA p.v. 1486 no. 1-6 | Schwarzman Building - General Research Room 315 |
Details
- Description
- 21 pages: diagrams; 23 cm
- Alternative Title
- Boundary value problem
- Subject
- Thesis (note)
- Abridgment of thesis--New York University.
- Bibliography (note)
- Includes bibliographical references (pages 20-21).
- Call Number
- VBA p.v. 1486, no. 4
- LCCN
- 55036657
- OCLC
- 8525829
- Author
- Battin, Isaac Lucius, 1903-
- Title
- On the use of triangular nets and generalized differences in the solution of the first boundary value problem for the Laplace equation in the plane.
- Imprint
- New York, New York University, 1952.
- Type of Content
- text
- Type of Medium
- unmediated
- Type of Carrier
- volume
- Thesis
- Abridgment of thesis--New York University.
- Bibliography
- Includes bibliographical references (pages 20-21).
- Research Call Number
- VBA p.v. 1486, no. 4