A little suspicious that it bears the name of Lorentz, who is famous for special relativity, isn't it? See: Maxwell's equations require special relativity.

The science that studies cell.

Power, Sex, Suicide by Nick Lane (2006) part 5 "Murder or suicide" mentions that apoptosis has two main functions:

It's like the bootloader stage of biology! It's weird and magic and important: Section "Molecular biology feels like systems programming".

Types:

One major advantage: eukaryotes can do phagocytosis due to their cytoskeleton.

In mathematics, an epigraph is a specific geometric construct associated with a real-valued function. For a function \( f: \mathbb{R}^n \to \mathbb{R} \), the epigraph is defined as the set of points that lie on or above the graph of the function.

Complexification is a term that can refer to various concepts across different fields, often denoting the process of adding complexity to a system, concept, or phenomenon. Here are a few contexts in which "complexification" is commonly used: 1. **Systems Theory and Complexity Science**: In this context, complexification refers to the process by which systems evolve from simpler to more complex forms.

A vector space is a mathematical structure formed by a collection of vectors, which can be added together and multiplied by scalars. Here are some common examples of vector spaces: 1. **Euclidean Space (ℝⁿ)**: - The set of all n-tuples of real numbers.

Vehicle graveyards, often referred to as junkyards, scrap yards, or auto recyclers, are places where discarded, damaged, or end-of-life vehicles are collected and processed. These facilities serve several purposes: 1. **Scrap Metal Recovery**: Vehicle graveyards typically dismantle vehicles for parts and scrap metal. Valuable metals like steel, aluminum, and copper are extracted and sold to be recycled.

The eccentricity vector, often denoted as **e**, is a vector that describes the shape and orientation of an orbit in celestial mechanics. It is particularly relevant in the context of conic sections, which are used to describe orbits of celestial bodies (like planets, comets, and satellites) around other massive bodies.

A vector space (or linear space) is a fundamental concept in mathematics, particularly in linear algebra. It consists of a collection of objects called vectors, which can be added together and multiplied by scalars (numbers). These operations must satisfy certain properties.

Conservation and restoration of vehicles refers to the practices aimed at preserving, repairing, and improving vehicles, particularly classic or vintage cars, motorcycles, and other forms of motorized transportation. These practices are important for maintaining the historical value and integrity of vehicles, as well as ensuring they remain functional for enjoyment and use. ### Conservation Conservation focuses on preserving a vehicle in its original condition as much as possible.