From [Ramon de] Moya. An overview of some of the European political situation, including Spain's war with Britain, relations with France, insurrection in Ireland, the Pope's movements, etc. Also mentions the Beramendi family.
Creator:
Moya, Ramon de
Created:
1798-08-08
Contributed By:
University of Minnesota Libraries, James Ford Bell Library.
From Ramon de Moya. References political affairs between England, France, and the King of Naples and a reorganization of the Royal Confessors in Spain. Letter also contains a cryptic footnote regarding Gallego's relationship to the Intendente de la Paz.
Creator:
Moya, Ramon de
Created:
1799-02-13
Contributed By:
University of Minnesota Libraries, James Ford Bell Library.
We consider the maximum mean discrepancy MMD GAN problem and propose a parametric kernelized gradient flow that mimics the min-max game in gradient regularized MMD GAN. We show that this flow provides a descent direction minimizing the MMD on a statistical manifold of probability distributions. We then derive an explicit condition which ensures ...
Creator:
Mroueh, Youssef (IBM)
Created:
2020-11-10
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
Efficient algorithmic computation of homology groups and the fundamentalgroup of a subset of Euclidean space is among the basic problemsin present-day Applied Topology. Particular interest is in algorithmstaking finite CW complexes on input. At the end of 20th centuryRobin Forman proposed a version of the classicalMorse theory for a CW complex e...
Creator:
Mrozek, Marian (Jagiellonian University)
Created:
2014-02-13
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
When a topological space is known only from sampling,persistence provides a useful tool to study its homologicalproperties. In many applications one can sample not only the space,but also a map acting on the space. The understanding of thetopological features of the map is often of interest, in particularin the analysis of time series dynamics b...
Creator:
Mrozek, Marian (Jagiellonian University)
Created:
2013-10-09
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
Irma was born and raised in Culiacán, Sinaloa, Mexico. She arrived in St. James, Minnesota in 1999 at the age of 9 with her parents and brother. They stayed with an uncle and only intended to stay temporarily. The family stayed for jobs, however, even after their visas expired. She graduated from Gustavus Adolphus College in 2012. Marquez i...
Creator:
Márquez Trapero, Irma
Contributor:
Schell, Justin (Editor, Translator); Wilhide, Andy (Interviewer)
Created:
2013
Contributed By:
University of Minnesota, Immigration History Research Center
Akwete cloth; inlay technique, ikaki (tortoise) with fefe (sword) as one row; draughts (checkerboard) as other; rayon weft on cotton; fringe on either end. Color: black and gold
Akwete cloth; inlay technique with double-woven checks; diamond motifs, Nnadede design (based on Indian madras) with mkpuru oka (grain of corn) interspersed throughout. Color: red, yellow, white, blue, and green
Akwete cloth; inlay technique; rows of ikaki (tortoise) alternating with rows of ebe (drinking cup) woven to look like diamonds; fringe on either end. Used as a stole. Color: black and gold
Akwete cloth; inlay technique; ikaki (tortoise) design in between which is the ahia design and ute (mat); mostly cotton on cotton, with a few stripes of rayon; fringe on either end. Color: orange and grape
Akwete cloth; double bird motif (traditional pattern), birds interspersed throughout the cloth; inlay technique; fringe on either end. Color: yellow, blue, green, and white on red
Akwete cloth; inlay technique; ikaki (tortoise) and draughts (checkerboard) along two of the rows, ute (mat), the latter being an ahia design (i.e. one requiring an extra string heddle in between); fringe on one end. Color: black, white, and red
Akwete cloth; tortoise and saw motif; rows of ikaki (tortoise), alternating with rows of (ebeakrika) ebe resembling thatch, lines in between have small ebe within; inlay technique; fringe on either end. Color: green, white, red, gold, yellow, and pink on black
Akwete cloth; inlay technique; tortoise and saw motif; stripes, hourglass designs, triangles; fringe on either end. Color: white, yellow, red, pink, green, orange, and cream on black
An old but still unsolved problem was to show that in the critical dimension, the Brownian sheet does not have multiple points. Recent work of Dalang, Khoshnevisan, and Xiao established that for a broad class of multiple points, the assertion is true. This class included many, but not all possible multiple points. In particular, the time paramet...
Creator:
Mueller, Carl Eric (University of Rochester)
Created:
2013-01-14
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
One of a series of interviews with drug addicts conducted by Ralph Tefferteller, associate director of the Henry Street Settlement in New York. Selections from the interviews were published in 1965 as The Addict in the Street, edited by Jeremy Larner. The names used in the title are pseudonyms created by Ralph Tefferteller. Identifying informati...
Creator:
Mueller, Henry; Kean, Philip
Contributor:
Tefferteller, Ralph (Interviewer)
Created:
1961-05-02
Contributed By:
University of Minnesota Libraries, Social Welfare History Archives.
Optimization problems arise in many application areas such as engineering, transportation planning, and climate modeling. Often, several conflicting objectives must be optimized simultaneously. For example, in airfoil design the goals may be to minimize the drag and maximize the lift coefficient. For these multi-objective problems, there does no...
Creator:
Mueller, Juliane (Lawrence Berkeley National Laboratory)
Created:
2016-02-23
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
Mixing is a key issue in microfluidics, including droplet-based "digital" microfluidics. In electrowetting, internal flow patterns inside drops can be generated without any lateral translation if the drops are excited with AC voltage. Two regimes can be distinguished: at AC frequencies of the order of the eigenfrequency (typically O(1kHz) or les...
Creator:
Mugele, Frieder (Universiteit Twente)
Created:
2009-12-07
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
Joint work with Abhijit Mahalanobis.The concept of Integrated Sensing and Processing (ISP) suggests that asensor should collect data in a manner that is consistent with the endobjective. Thus ISP seeks to minimize the collection of redundant data,reduce processing time and improve overall performance. We present acase study of ISP using a multi-...
Creator:
Muise, Robert (Lockheed Martin)
Created:
2005-12-05
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
We describe some computational results for the partialdifferential equation$$\rho u_{tt} - \beta \Delta u = 15(u_x^3 -u_x)_x +\gamma u_{yy} - \epsilon^2 u_{xxxx}$$which arises as a simplified model for phase transformations. Wedescribe some features of the equation in the limit$\epsilon\rightarrow0$.
Creator:
Muite, Benson (University of Michigan)
Created:
2011-07-01
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
Joint work with Oleksiy Roslyakk(Chemistry department, University of California Irvine, USA).Nonlinear optical spectroscopy is commonly formulatedsemi-classically, i.e. letting a quantum material interact withclassical fields. The key quantity in this approach is thenonlinear polarization, characterizing the microscopic responseof the material t...
Creator:
Mukamel, Shaul (University of California, Irvine)
Created:
2009-03-04
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
We state some results on Cheeger Inequalities for the combinatorialLaplacian and random walks on simplicial complexes.Specifically, for the combinatorial Laplacian we prove that a Cheegertype inequality holds on the highest dimension, or for the boundaryoperator with Dirichlet boundary conditions. We also show thatcoboundary expanders do not sat...
Creator:
Mukherjee, Sayan (Duke University)
Created:
2014-04-28
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
I will discuss random walks on simplicial complexes, Cheeger inequalities,and mixing times. The talk will summarize the results of two papers that explorehow random walks on walks graphs extend to simplicial complexes. I will also discus two papers that study higher order Laplacians and expander properties.Two possible applications in machine le...
Creator:
Mukherjee, Sayan (Duke University)
Created:
2013-11-01
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
The research areas of statistical machine learning and Bayesian inference in the context of topological data analysis will be explained. We begin with an explanation of two foundational frameworks for inference: statistical machine leaning and Bayesian inference. We use a geometric problem, dimension reductionas the setting to provide a basis fo...
Creator:
Mukherjee, Sayan (Duke University)
Created:
2013-10-02
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
I will give a basic overview of statistical principles, both in terms of classical statistics and more modern machine learning perspectives. I will then discuss how sheaves can enter into statistical thinking both from a likelihood model based perspective as well direct models of data such as manifold learning. I will close with some concrete ex...
Creator:
Mukherjee, Sayan (Duke University)
Created:
2018-05-21
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.