Dieter Matthaei is a German biologist and neuroscientist known for his contributions to the field of molecular biology and genetics, particularly concerning the study of neural processes and mental health. He has been involved in research related to neurobiological models of behavior and the genetic underpinnings of neurological disorders.

Ewald Wollny appears to refer to a specific individual, but there may not be widely available or notable information on him in public sources.

Herbert Walther is a prominent physicist known for his contributions to the fields of quantum optics and laser physics. He has been involved in significant research related to the development of quantum technologies and has made substantial advancements in understanding the interaction between light and matter. Walther's work has implications for areas such as quantum information, entanglement, and the development of new laser technologies.

Johann Heinrich Jakob Müller, commonly known as J.H. Müller, was a significant figure in the field of physiology and anatomy in the 19th century. He is perhaps best known for his contributions to sensory physiology, particularly his work on the structure and function of the sensory organs and the principles of sensory perception.

Ciro Santilli used to play video games when he was young. But after he reached 18 he got bored of them.

The problem is that no matter how you look at, the how to become famous in the real world game is just always more interesting and fulfilling.

Therefore adult Ciro enjoys only the following types of video game content in video form, so that other people waste their lives playing the games while you only see the highlights:

The aspect Ciro enjoys about non-PvP games is atmosphere. Not as conveyed by useless story telling, but as conveyed by music and graphics, and the context deep idea. Legend of Zelda and Metroid come to mind.

And too many games commit the sins of dependency of dexterity, no save states, how do I skip this boring part, or jump straight to the beautiful one?

Another important point is; the perfect video game is an infinitely hard one.

It also doesn't help if you are already typing on a computer all day long on your job. Hands get tired. Eyes have an infinite capacity to consume useless YouTube videos however. Medically proved.

As a result, Ciro just watches videos about video games. Notably games he played when he was a teenager and already understand the rules for.

And things got even worse as after Ciro Santilli's Open Source Enlightenment, and he started to feel bad about playing any game that is not open source.

Joseph Zähringer does not seem to be a widely recognized figure or term based on my training data up to October 2023. It is possible that he could be a lesser-known individual, a fictional character, or a name related to a specific niche or recent event not covered in the data.

Karl Strehl does not appear to be a widely recognized figure or concept in historical or contemporary contexts based on available information up to October 2021. It’s possible that Karl Strehl could refer to a lesser-known individual, a local figure, or a subject outside the mainstream public knowledge.

Peter Armbruster is a notable physicist known for his contributions to nuclear and particle physics. He has been involved in significant research related to the structure of atomic nuclei and the study of exotic nuclei. Armbruster has worked extensively at institutions such as the Gesellschaft für Schwerionenforschung (GSI) in Germany, which focuses on the study of heavy ions.

Juan Pablo Paz is an accomplished Argentine theoretical physicist, known for his work in the fields of quantum information, quantum optics, and condensed matter physics. He has made significant contributions to the understanding of quantum mechanics and its applications, including research in topics like quantum entanglement and the dynamics of open quantum systems.

As of my last knowledge update in October 2021, there is no widely recognized information regarding a person named Tanja Mehlstäubler. It is possible that she may be a private individual, a professional in a specific field, or someone who gained recognition after my last update.

The term "Bologna bottle" may refer to a couple of different things, but it is most commonly associated with a type of glass bottle that originated in Bologna, Italy. These bottles are often characterized by their elegant shape and craftsmanship. In the context of wine, a Bologna bottle typically has a distinctive design that can be used for various types of beverages, not limited to wine. The region's glassmakers were known for their high-quality glass production, and Bologna bottles can sometimes be collectors' items.

The Tanada effect refers to a phenomenon in psychology where individuals interpret complex incidents or stimuli in a disorganized or fragmented manner, often leading to difficulty in processing and understanding the experience fully. This effect can manifest in various contexts, such as how people recall events or how they perceive information, particularly under stress or emotional overload. The term is relatively specialized and may not be widely recognized like other psychological concepts, so it's possible that references to it may be limited or specific to certain studies or discussions.

A **biconnected component** (also known as a biconnected subgraph) is a concept from graph theory that refers to a maximal subgraph in which any two vertices are connected to each other by two disjoint paths. In simpler terms, a biconnected component is a section of a graph where the removal of any single vertex (and the edges incident to it) will not disconnect the component.

In graph theory, a **bridge** (also known as a **cut-edge**) is an edge in a connected graph whose removal increases the number of connected components of the graph. In simpler terms, a bridge is an edge that, when deleted, disconnects the graph, effectively separating it into two or more disjoint parts. Bridges are important in network design and reliability analysis because they represent critical connections whose failure would fragment the network.

In graph theory, a **component** (or connected component) of a graph refers to a maximal subgraph in which any two vertices are connected to each other by paths, and which is connected to no additional vertices in the supergraph. In simpler terms, it is a subset of the graph in which there is a path between every pair of vertices, and any vertex not included in this subset cannot be reached from any vertex in the subset.

In the context of graph theory and network theory, a "giant component" refers to a connected component of a graph that contains a significant fraction of the total number of vertices in that graph, especially as the number of vertices becomes very large. In large networks, like social networks or biological networks, there can be multiple connected components.

A **vertex separator** (or simply "separator") is a concept in graph theory. It is a set of vertices whose removal disconnects the graph, meaning that it separates the graph into two or more disjoint subgraphs. More formally, given a connected graph \( G \) and a subset of vertices \( S \) in \( G \), \( S \) is called a vertex separator if removing \( S \) from \( G \) results in a graph that is not connected.

A **Hamiltonian path** is a specific type of path in a graph that visits each vertex exactly once. In other words, it is a trail in which every node (or vertex) of the graph is included exactly one time. A **Hamiltonian cycle** (or Hamiltonian circuit) is a special case of a Hamiltonian path where the path starts and ends at the same vertex, thus forming a closed loop that visits every vertex once.

Oracle Spatial and Graph is a feature of Oracle Database that provides advanced capabilities for managing, analyzing, and visualizing spatial and graph data. It is designed to handle a wide range of geospatial data types and graph structures, enabling users to perform complex spatial queries, analyses, and visualizations as well as graph analytics on data related to networks and relationships.