seminar:wl_quasilattice

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+ | ====== Quasilattice Multiresolutions ====== | ||

+ | ~~NOTOC~~ | ||

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+ | **Wayne Lawton** \\ | ||

+ | Institute of Mathematics and Computer Science, | ||

+ | Siberian Federal University, Krasnoyarsk, | ||

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+ | 16:00 Wednesday, 17 May 2017, Room 3306, MUIC | ||

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+ | ==== Abstract ==== | ||

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+ | The integer lattice $\mathbb{Z}$ in the real numbers $\mathbb{R}$ gives a hierarchy of lattices $\dots 4\mathbb{Z} \subset 2\mathbb{Z} \subset \mathbb{Z} \subset 0.5 \mathbb{Z} \dots$ | ||

+ | used in binary searches and multiresolutions for numerical computations. Using the golden mean we construct quasilattice hierarchies related to Fibonacci searches and analogous lattice multiresolutions involving deep Diophantine problems. | ||

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+ | {{tag> |

Last modified: 2017/05/15 09:01