| Term | Definition | Contributor | Modified |
|---|---|---|---|
| Insurance--Statistics | No definition provided | Christopher Rauch | 2023.12.01 |
| Insurance, Strike | No definition provided | Christopher Rauch | 2023.12.01 |
| Insurance, Surety and fidelity | No definition provided | Christopher Rauch | 2023.12.01 |
| Insurance, Title | No definition provided | Christopher Rauch | 2023.12.01 |
| Insurance, Tornado | No definition provided | Christopher Rauch | 2023.12.01 |
| Insurance, Unemployment | No definition provided | Christopher Rauch | 2023.12.01 |
| Insurance, War | No definition provided | Christopher Rauch | 2023.12.01 |
| Insurance--War risks | No definition provided | Christopher Rauch | 2023.12.01 |
| Insurance, Working-men's | No definition provided | Christopher Rauch | 2023.12.01 |
| Insurance--Year-books | No definition provided | Christopher Rauch | 2023.12.01 |
| Intaglios | No definition provided | Christopher Rauch | 2023.12.01 |
| integer | A whole number. | Sandra Sweat | 2023.03.27 |
| integral | No definition provided | Ryan McGranaghan | 2023.04.16 |
| Integral | A flux measurement in a broad range of energyand solid angle. | Ryan McGranaghan | 2023.04.16 |
| Integral calculus | No definition provided | Christopher Rauch | 2023.12.01 |
| Integral equations | No definition provided | Christopher Rauch | 2023.12.01 |
| integral length scale | measures the amount of time a process is correlated with itself. In essence, it look at the overall memory of the process and how it is influenced by previous positions and parameters. | Shein Kim | 2023.03.27 |
| integral particle flux | The integral directional particle flux J(E,w) is literally the mathematical integral, with respect to the energy E, of the differential particle flux j(E,w). It denotes the number of particles of ener gy equal to or greater than E, per unit area, per unit solid angle, per unit time, passing through an area perpendicular to the viewing direction. | Ryan McGranaghan | 2023.04.16 |
| Integrals | No definition provided | Christopher Rauch | 2023.12.01 |
| Integrals, Abelian | No definition provided | Christopher Rauch | 2023.12.01 |