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- Claudia Kuenzer, Marco Ottinger, +5 authors Martin Wikelski
- 2015

Many biologists, ecologists, and conservationists are interested in the possibilities that remote sensing offers for their daily work and study site analyses as well as for the assessment of biodiversity. However, due to differing technical backgrounds and languages, cross sectorial communication between this group and remote sensing scientists is often… (More)

- Daniel Berleant, Lizhi Xie, Jianzhong Zhang
- Reliable Computing
- 2003

- Scott Ferson, Roger B. Nelsen, +7 authors David S. Myers
- 2004

- Daniel Berleant, Jianzhong Zhang
- Reliable Computing
- 2004

Distribution Envelope Determination (DEnv) is a technique for computing descriptions of derived random variables. Derived random variables have samples that are a function of samples of other random variable(s), which are termed inputs. DEnv can compute these descriptions despite uncertainty about the precise forms of probability distributions describing… (More)

This report summarizes methods to incorporate information (or lack of information) about inter-variable dependence into risk assessments that use Dempster-Shafer theory or probability bounds analysis to address epistemic and aleatory uncertainty. The report reviews techniques for simulating correlated variates for a given correlation measure and dependence… (More)

- Daniel Berleant, Jianzhong Zhang
- Rel. Eng. & Sys. Safety
- 2004

Distribution Envelope Determination (DEnv) is a method for computing the CDFs of random variables whose samples are a function of samples of other random variable(s), termed inputs. DEnv computes envelopes around these CDFs when there is uncertainty about the precise form of the probability distribution describing any input. For example, inputs whose… (More)

A cumulative distribution function (CDF) states the probability that a sample of a random variable will be no greater than a value x, where x is a real value. Closed form expressions for important CDFs have parameters, such as mean and variance. If these parameters are not point values but rather intervals, sharp or fuzzy, then a single CDF is not… (More)

- Jianzhong Zhang, Daniel Berleant
- ISIPTA
- 2005

Uncertainty is a key issue in decision analysis and other kinds of applications. Researchers have developed a number of approaches to address computations on uncertain quantities. When doing arithmetic operations on random variables, an important question has to be considered: the dependency relationships among the variables. In practice, we often have… (More)

- Jianzhong Zhang, Rujun Hu, Gerald Shebl
- 2002