| Publication Type | technical report |
| School or College | School of Medicine |
| Department | Ophthalmology |
| Creator | Durney, Carl H. |
| Title | A computer graphics method for solving transcendental equations |
| Date | 1970 |
| Description | There are a number of ways to determine the values of x which satisfy the equation F(x)=0. (The case of interest here is that in which F i s a complex function of the complex variable x.) One way is to search for values of x which make Real (F(x)) and Imaginary (F(x)) both zero at the same time where the search is based on sign changes in both quantities. There is a problem in that a sign change occurs across a pole as well as a zero. |
| Type | Text |
| Publisher | University of Utah |
| Subject | Transcendental equations |
| Subject LCSH | Transcendental functions |
| Language | eng |
| Bibliographic Citation | Durney, C. H. (1970). A computer graphics method for solving transcendental equations. 1-11. UTEC-CSc-70-109. |
| Series | University of Utah Computer Science Technical Report |
| Relation is Part of | ARPANET |
| Rights Management | ©University of Utah |
| Format Medium | application/pdf |
| Format Extent | 6,765,898 bytes |
| Identifier | ir-main,16051 |
| ARK | ark:/87278/s6tb1rct |
| Setname | ir_uspace |
| ID | 706084 |
| Reference URL | https://collections.lib.utah.edu/ark:/87278/s6tb1rct |