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T_{n}={\begin{matrix}{\frac {n(n+1)}{2}}\end{matrix}}\,} Demostración Sean: Tn=n(n+1)2{\displaystyle T_{n}={\begin{matrix}{\frac {n(n+1)}{2}}\end{matrix}}\,}…

Owen (3 de febrero de 2021). «'A Glitch in the Matrix' Review: A Documentary Plunge Into Simulation Theory and its Resonant, Annoying True Believers». Variety…

and Bacon, LCCN 68015225 . Nering, Evar D. (1970), Linear Algebra and Matrix Theory (2nd edición), New York: Wiley, LCCN 76091646 . Rotman, Joseph J. (2002)…

x∗y∗z=(x∗y)∗zw∗x∗y∗z=((w∗x)∗y)∗zetc.  }para todo w,x,y,z∈S{\displaystyle \left.{\begin{matrix}x*y*z=(x*y)*z\qquad \qquad \quad \,\\w*x*y*z=((w*x)*y)*z\quad…

si a<b{\displaystyle \delta (a,b)=\left\{{\begin{matrix}\,1,&{\mbox{si }}a=b\\\,0,&{\mbox{si }}a<b\end{matrix}}\right.} Un álgebra de incidencia es finito-dimensional…

{\begin{matrix}1&1&1\end{matrix}}\qquad {\begin{matrix}1&1\\1&\end{matrix}}\qquad {\begin{matrix}1\\1\\1&\end{matrix}}\qquad {\begin{matrix}2&1&\end{matrix}}\qquad…

1S(x)={1si x∈S0si x∉S{\displaystyle \mathbf {1} _{S}(x)=\left\{{\begin{matrix}1&{\mbox{si}}\ x\in S\\0&{\mbox{si}}\ x\notin S\end{matrix}}\right.} La integral de esta función…

Dragos Cvetkovic (2008). «Determinants». A Combinatorial Approach to Matrix Theory and Its Applications. Chapman & Hall/CRC. pp. 63 ff. ISBN 9781420082234…

Number Theory Mathieu Functions and Hill's Equation Lamé Functions Spheroidal Wave Functions Heun Functions Painlevé Transcendents Functions of Matrix Argument…

developed by Jeffrey M. McMahon) Collection of light scattering codes www.T-Matrix.de. Implementations of Mie solutions in FORTRAN, C++, IDL, PASCAL, Mathematica…

[9]​ Sidney Coleman, Jeffrey Mandula, "All Possible Symmetries of the S Matrix, "Physical Review, 159(5), 1967, pp. 1251–1256. «Generalization of the…

\left(\left({\begin{matrix}1&1\\1&1\end{matrix}}\right)\left({\begin{matrix}1&1\\1&1\end{matrix}}\right)\right)=\operatorname {perm} \left({\begin{matrix…

PolynomialRing(Rationals()); S<t> := SplittingField(x^3-x-1); P2<y> := PolynomialRing(S); p,q,r := Explode([r[1] : r in Roots(y^3-y-1)]); Mi:=Matrix([[1/p,1/q,1/r]…

Statistics and Matrix Theory». Analytic and Geometric Inequalities and Applications. pp. 151-181. doi:10.1007/978-94-011-4577-0_10.  Barnett, Neil S.; Dragomir…

the theory of almost periodic functions", Russian Math. Surveys, 49(5): 77—88. B. V. Medvedev (1994). "N.N. Bogolyubov and the scattering matrix", Russian…

Survey of Matrix Theory and Matrix Inequalities, Dover Publications, ISBN 978-0-486-67102-4 . Meyer, Carl D. (15 de febrero de 2001), Matrix Analysis and…

ISBN 978-0-130-67389-3.  Lehnigk, Siegfried H. (1970). «On the Hurwitz matrix». Zeitschrift für angewandte Mathematik und Physik (en alemán) (Suiza: Birkhäuser)…

\\\mathrm {d} \end{matrix}}\right)}_{L},{\left({\begin{matrix}\mathrm {c} \\\mathrm {s} \end{matrix}}\right)}_{L},{\left({\begin{matrix}\mathrm {t} \\\mathrm…

Functions of Matrices: Theory and Computation. SIAM. ISBN 089-871-777-9. . Horn, Roger A.; Johnson, Charles R. (1990). Matrix Analysis. Cambridge University…

se denotan como: { n k } = S ( n , k ) = S n ( k ) . {\displaystyle \left\{{\begin{matrix}n\\k\end{matrix}}\right\}=S(n,k)=S_{n}^{(k)}.\,} La notación…