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In [[geometry]], '''Plücker's conoid''' is a [[ruled surface]] named after the This function has an [[essential singularity]] at the [[origin (mathematics)|origin]]. ...

...the original. Asano contractions have also been used to study polynomials in graph theory. ...gene|title=Location of the Lee–Yang zeros and absence of phase transitions in some Ising spin systems|journal=Journal of Mathematical Physics|date=2012|v ...

...ACC45564.2020.9147576 |isbn=978-1-5386-8266-1|s2cid=220889153 }}</ref> and in [[quantum computing]].<ref>{{Cite journal |last1=Liu |first1=Jin-Peng |last where <math>x\in R^n</math> denotes the system state vector. Also, <math>f</math> and <math> ...

...h]] whose [[shortest path]] distances obey [[Ptolemy's inequality]], which in turn was named after the [[Roman Greece|Greek]] [[astronomer]] and [[mathem | journal = [[Canadian Journal of Mathematics]] ...

{{unsolved|mathematics|What is the minimum area of a shape that can cover every unit-length curve? ...[[congruence (geometry)|rotated and translated]] to fit inside the region. In some variations of the problem, the region is restricted to be [[convex set ...

{{Short description|Problem in discrete geometry}} ...nearly-linear number of distinct distances. It was posed by [[Paul Erdős]] in 1946<ref name="Erdos1946">{{cite journal ...

{{unsolved|mathematics|Can every <math>n</math>-dimensional convex body be covered by <math>2^n</m ...body is a [[parallelepiped]]. There also exists an equivalent formulation in terms of the number of floodlights needed to illuminate the body. ...

...ength bounds have also become a standard tool in [[discrete geometry]] and in the analysis of [[Computational geometry|geometric algorithms]].<ref>{{harv #No two consecutive values in the sequence are equal to each other. ...

...shed names and [[mathematical notation|notation]]s due to their importance in [[mathematical analysis]], [[functional analysis]], [[geometry]], [[physics ...e theory of [[Lie group]]s and [[Lie algebra]]s, as well as certain topics in [[mathematical physics]]. ...

{{Short description|Circle packing arranged in spirals}} ...ration.png|thumb|upright=1.3|A Doyle spiral of type (8,16) printed in 1911 in ''[[Popular Science]]'' as an illustration of [[phyllotaxis]].{{r|emch}} On ...

This is a '''list of notable Italian scientists''' organized by the era in which they were active. ...0&nbsp;BC–460&nbsp;BC), İtalian-Greek philosopher, defender of rationalism in philosophy ...