A team of UVM scientists led by University Distinguished Professor and Chair of Pharmacology Mark Nelson, Ph.D., from the ...

If you have any questions about the IBC CITI courses, please view our CITI resource page for login/course instructions and additional FAQs. Note: If "[No NetID ...

Welcome to the Women's Agricultural Network website! We have been providing education and technical assistance geared to the needs of women farmers since 1995. We work with established, beginning and ...

A clinical trial is defined by NIH as a research study in which one or more human subjects are prospectively assigned to one or more interventions (which may include placebo or other control) to ...

As we have seen in previous videos, it happens sometimes that two keys yield the same hash value for a given table size. This is called a “hash collision” or just “collision.” Why do hash collisions ...

Dijkstra’s algorithm is great as long as we have no negative weight edges in our graph. But there are many problems for which it is natural to represent weights with positive and negative values—gains ...

The dynamic equivalence problem illustrates trade-offs that we often see when designing algorithms. There are two operations we’d like to perform, find and union, and we can optimize either to have ...

Before we begin with AVL trees, watch this short video on tree rotation. We’ll use tree rotation with AVL trees and later on with splay trees, so it’s important you understand what’s going on with ...

When presenting expressions, we saw examples of common arithmetic operations: addition, subtraction, multiplication, and division. Here we will present two additional operations which are closely ...

Oftentimes, we wish to understand the behavior of a loop that perhaps we did not write. One way to suss out a loop is to use a table to trace the execution of the loop. When we do this, patterns often ...

Bucket sort and radix sort work using a distribute and collect approach without making comparisons. In appropriate use cases, these can be faster than \mathcal{O}(n \log n) algorithms like quicksort ...

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