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...n|url=https://www.casact.org/library/studynotes/palmer.pdf|title=Increased limits ratemaking for liability insurance|date=July 2006|first=Joseph|last=Palmer} ...ies]] may first determine a "basic limit" premium and then apply increased limits factors. The basic limit is a lower limit of liability under which there is ...

...mma category]] where the two functors are required to have the same domain category. ...itle=Category Theory 1991: Proceedings of an International Summer Category Theory Meeting, Held June 23-30, 1991|publisher=[[American Mathematical Society]]| ...

...ory theory]], a branch of mathematics, a '''stable ∞-category''' is an [[∞-category]] such that<ref>{{harvnb|Lurie|loc=Definition 1.1.1.9.}}</ref> *(ii) Every [[morphism]] in it admits a [[Glossary of infinity category|fiber]] and cofiber. ...

...ory)|presheaves]] on a category ''C'' is a limit or colimit in the functor category <math>\widehat{C} = \mathbf{Fct}(C^{\text{op}}, \mathbf{Set})</math>.<ref>' ...Explicitly, if <math>f: I \to \widehat{C}</math> is a functor from a small category ''I'' and ''U'' is an object in ''C'', then <math>\varinjlim_{i \in I} f(i) ...

...matrices.<ref>{{Cite journal |last=Farnell |first=A. B. |date=1944 |title=Limits for the characteristic roots of a matrix |journal=Bulletin of the American [[Category:Abstract algebra]] ...

==Types of iterated limits== This section introduces definitions of iterated limits in two variables. These may generalize easily to multiple variables. ...

{{about|limits of sequences of generalized functions|limits of probability distributions|Convergence of random variables#Convergence in In mathematics, specifically in the theory of [[generalized function]]s, the '''limit of a sequence of distributions'' ...

| thesis_title = Topics in Homology Theory | known_for = [[Enriched category theory]] ...

{{Short description|Concept in extremal graph theory}} ...of mathematics, '''common graphs''' belong to a branch of [[extremal graph theory]] concerning [[Homomorphism density|inequalities in homomorphism densities] ...

...hochman/courses/ergodic-theory-2012/notes.final.pdf|title=Notes on ergodic theory|last=Hochman|first=Michael|date=2013-01-27|website=|page=20|archive-url=|ar ...arles.walkden/magic/default.htm|title=MAGIC: 10 lectures course on ergodic theory – Lecture 5|last=Walkden|first=Charles|date=|website=|archive-url=|archive- ...

{{Short description|Topic in measure theory}} ...', is the [[category (category theory)|category]] whose [[object (category theory)|object]]s are [[measurable space]]s and whose [[morphism]]s are [[Markov k ...

{{Short description|Right continuous function with left limits}} ...inue à droite, limite à gauche}}), '''RCLL''' ("right continuous with left limits"), or '''corlol''' ("continuous on (the) right, limit on (the) left") funct ...

...eriments of electrodynamics of moving bodies with low speeds, the Galilean theory is the most adapted because it is easier of stake in work from the calculus ...is approach enables the rigorous definition of two main mutually exclusive limits known as quasi-[[electrostatics]] (electrostatics with [[displacement curre ...

In the [[General relativity|general theory of relativity]], the '''McVittie metric''' is the exact solution of [[Einst == Schwarzschild and FLRW limits == ...

...predictable processes form the smallest class that is closed under taking limits of sequences and contains all [[Adapted process|adapted]] left-continuous p * [[Martingale (probability theory)|Martingale]] ...

{{Short description|Computational theory}} ...Long codes have an extremely poor rate, but play a fundamental role in the theory of [[hardness of approximation]]. ...

...''' of real closed rings which has real closed rings as [[object (category theory)|objects]] and ring homomorphisms as [[morphism]]s has the following proper ...rings) of real closed rings are again real closed. The [[Pushout (category theory)|fibre sum]] of two real closed rings ''B'',''C'' over some real closed rin ...

...= \sum_{k=0}^{\infty} b_k </math>.<ref>{{cite book |last1= |first1= |title=Theory and Applications of Special Functions: A Volume Dedicated to Mizan Rahman | [[Category:Mathematical analysis]] ...

In [[category theory]], a branch of mathematics, the '''formal criteria for adjoint functors''' ...{{harvnb|Freyd|2003|loc=Chapter 3. (pp.84–)}}</ref> an Introduction to the Theory of Functors'': ...

...variant symbol associated to the [[Lorentz group]] used in [[quantum field theory]]. They are named after [[Leopold Infeld]] and [[Bartel Leendert van der Wa ...nce of this invariant symbol follows from a result in the [[representation theory of the Lorentz group]] or more properly its Lie algebra. Labeling [[irreduc ...