Crosswords Clues

Pen

We will be glad to help and assist you in finding the crossword clues for the following clue: Pen.
looking at this crossword definition, it has 3 letters.
for better and easier way of searching the for a crossword clue, try using the search term “Pen crossword” or “Pen crossword clue” while searching and trying to find help in finishing your crosswords. Here are the possible answers for Pen.

We hope you found what you needed!
If you are still unsure with some definitions, don’t hesitate to search for them here in our site using the search box on top.

Possible Answers:
EPI.

Last seen on: Daily Boston Globe Crossword Thursday, 9 November 2023

Random information on the term “Pen”:

An active pen (also referred to as active stylus) is an input device that includes electronic components and allows users to write directly onto the display of a computing device such as a smartphone, tablet computer or ultrabook. The active pen marketplace has long been dominated by N-trig and Wacom, but newer firms Atmel and Synaptics also offer active pen designs.

An active pen is generally larger and has more features than a stylus. Digital pens typically contain internal electronics and have features such as touch sensitivity, input buttons, memory, writing data transmission capabilities, and electronic erasers.

The main difference between an active pen and the input device known as a passive stylus or passive pen is that although the latter can also be used to write directly onto the screen, it does not include electronics and thus lacks all of the features that are unique for an active pen: touch sensitivity, input buttons, etc.Active pen devices support most modern operating systems, including Google’s Android and Microsoft Windows.

Pen on Wikipedia

Random information on the term “EPI”:

In mathematics, the epigraph or supergraph of a function f : X → [ − ∞ , ∞ ] {\displaystyle f:X\to [-\infty ,\infty ]} valued in the extended real numbers [ − ∞ , ∞ ] = R ∪ { ± ∞ } {\displaystyle [-\infty ,\infty ]=\mathbb {R} \cup \{\pm \infty \}} is the set, denoted by epi ⁡ f , {\displaystyle \operatorname {epi} f,} of all points in the Cartesian product X × R {\displaystyle X\times \mathbb {R} } lying on or above its graph. The strict epigraph epi S ⁡ f {\displaystyle \operatorname {epi} _{S}f} is the set of points in X × R {\displaystyle X\times \mathbb {R} } lying strictly above its graph.

EPI on Wikipedia

Exit mobile version