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'''Vector optimization''' is a subarea of [[mathematical optimization]] where [[Optimization problem|optimization problems]] with a In mathematical terms, a vector optimization problem can be written as: ...

{{Mathematical logic}} [[Category:Mathematical logic]] ...

In [[set theory]] and [[mathematical logic]], the '''Lévy hierarchy''', introduced by [[Azriel Lévy]] in 1965, i ...elta_0=\Sigma_0=\Pi_0</math>.<ref name="Walicki">Walicki, Michal (2012). ''Mathematical Logic'', p. 225. World Scientific Publishing Co. Pte. Ltd. {{isbn|978981434 ...

...ith [[compact space]]s, the two concepts are the same, but in general, the concepts are different. The relationship between the sub-Stonean spaces and F-spaces ...=1993054 | mr=0078980 | year=1956 | journal=[[Transactions of the American Mathematical Society]] | issn=0002-9947 | volume=82 | issue=2 | pages=366–391 | doi=10.2 ...

'''Multi-objective linear programming''' is a subarea of [[mathematical optimization]]. A multiple objective linear program (MOLP) is a [[linear pr In mathematical terms, a MOLP can be written as: ...

{{Short description|Type of mathematical manipulative}} ...gebra tiles''' allow both an algebraic and geometric approach to algebraic concepts. They give [[students]] another way to solve algebraic problems other than ...

...and [[Symmetric relation|symmetric]] ([[up to]] some appropriate kind of [[Mathematical structure|structural]] equivalence). *"[[Categorification|Categorified]]" concepts, applied "[[pointwise]]" on objects and morphisms: ...

...ress]] ({{ISBN|9780198788287}}). The Basic Library List Committee of the [[Mathematical Association of America]] has suggested that it be included in undergraduate ...ce as its refrain and the mathematical parts as its verses.{{r|fried}} The mathematical topics covered in these chapters include [[Goldbach's conjecture]] that eve ...

In the mathematical discipline of [[topology]], the '''Brown–Gitler spectrum''' is a [[Spectrum In topology, Brown–Gitler spectrum is related to the concepts of the [[Segal conjecture]] ...

...in techniques and in the concepts used. Svenonius' work was of the modern mathematical Svenonius' reputation as a mathematical model theorist was established with the publication of three papers in Theo ...

The '''Myerson value''' is a [[Cooperative game theory#Solution concepts| solution concept]] in [[cooperative game theory]]. It is a generalization === Solution concepts and the Shapley value === ...

...ert Harold Lightstone''' (1926–1976)<ref>{{cite web |title= ''Mathematical Concepts and Methods in Science and Engineering'' |location= www.faqs.org |publisher ...tone |first=A. H. |title=Infinitesimals |jstor=2316619 |journal=[[American Mathematical Monthly]] |date=March 1972 |volume=79 |number=3 |pages=242–251 |doi=10.230 ...

== Related bounds or concepts == [[Category:Mathematical inequalities]] ...

...polynomials]] and share many of their properties. There are two different concepts of biorthogonal polynomials in the literature: {{harvtxt|Iserles|Nørsett|19 ...7/2000806 | mr=933301 | year=1988 | journal=[[Transactions of the American Mathematical Society]] | issn=0002-9947 | volume=306 | issue=2 | pages=455–474| jstor=20 ...

...ngs]]). These algebras provide intriguing connections between mathematical concepts and are classified into different types, including affine, Boolean, lattice ...lph |title=The structure of finite algebras |date=1988 |publisher=American Mathematical Society |location=Providence, RI |isbn=0-8218-5073-3 |page=xii+203 pp}}</re ...

The '''independence complex''' of a [[Graph (graph theory)|graph]] is a mathematical object describing the [[Independent set (graph theory)|independent sets]] o == Related concepts == ...

==General concepts== ...s a convex smooth surface and in fact the criterion itself is based on the mathematical definition of the surface in the above-mentioned space as a proper interpol ...

...t2=Hongwei |last3=Wang |first3=Fasong |title=Dependent Component Analysis: Concepts and Main Algorithms |journal=Journal of Computers |date=1 April 2010 |volum == Mathematical representation == ...

...element of ''S'' is in ''T'', and zero if it is not.<ref>{{cite book|title=Mathematical Classification and Clustering|first= Boris Grigorʹevich |last=Mirkin|page=1 [[Category:Basic concepts in set theory]] ...

...s [[spatial statistics]], [[image analysis]], [[materials science]], and [[mathematical morphology]]. [[Category:Mathematical concepts]] ...