_index.org

additive inverse is unique in a vector space

Last edited: August 8, 2025

Take a vector \(v \in V\) and additive inverses \(a,b \in V\).

\begin{equation} a+0 = a \end{equation}

defn. of additive identity

\begin{equation} a+(v+b) = a \end{equation}

defn. of additive inverse

\begin{equation} (a+v)+b = a \end{equation}

associativity

\begin{equation} 0+b = a \end{equation}

defn. of additive inverse

\begin{equation} b=a\ \blacksquare \end{equation}

ADHD

Last edited: August 8, 2025

adMe

Last edited: August 8, 2025

adMe: absorbtion, distribution, metabolism, excretion.

Pharmacology treatment of diseases. The microbiome regulates metabolism.

admissable

Last edited: August 8, 2025

ADReSS Challenge

Last edited: August 8, 2025

ADReSS Challenge is a Alzheimer’s Dementia Recognition challenge from the data available on DementiaBank.