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Interview with Herman K. Harris
Herman K. Harris
Jan 01, 0001
Rev. Herman K. Harris II (1939-1988) discusses his family background, growing up in Heath Springs, SC, the Civil Rights movement in the south (Rock Hill in particular), the Freedom Riders, Friendship College, drugs, students in...
Published by: Winthrop University
Interview with Edward "Ed" Harris, Brenda Dow, and Sylvester King - OH 296
In May of 2013 Mr. Edward Harris sat down and discussed his brother, Herman K. Harris, who was a part of the freedom riders. Mr. Harris also discusses his military service and his tour of duty in Vietnam. This interview was...
Sharecropper African American education Southern Family Heath Springs South Carolina Segregation Freedom Riders KKK Vietnam PTSD Oral History
Published by: Winthrop University
Letter to Dr. Simon Flexner, 1929
Library Staff
Jan 01, 0001
Letter to Dr. Simon Flexner, 1929
Published by: Library
Letter to Simon Flexner, 1933
Markus Library
Jan 01, 0001
Letter to Simon Flexner from William Snow, General Director of the American Social Hygiene Association, July 12th, 1933
Published by: Rockefeller University
Simon Flexner, 1911
The Rockefeller University
Jan 01, 0001
Simon Flexner, M.D. Local specific Therapy of Infections
Delivered October 7th, 1911
Published by: J.B. Lippincott Company
Selecting Rotation Constants on SIMON-Type Ciphers
In 2013, a lightweight block cipher SIMON is proposed by NSA. This paper tries to investigate this design criterion in terms of resisting against impossible differential cryptanalysis. On one hand, starting from all the possible...
Published by: IGI Global Scientific Publishing
Branching Brownian motion with an inhomogeneous breeding potential
This article concerns branching Brownian motion (BBM) with dyadic branching at rate beta vertical bar y vertical bar(p) for a particle with spatial position y is an element of R, where beta > 0. It is known that for p > 2...
Branching Brownian motion with an inhomogeneous breeding potential
This article concerns branching Brownian motion (BBM) with dyadic branching at rate beta vertical bar y vertical bar(p) for a particle with spatial position y is an element of R, where beta > 0. It is known that for p > 2...
Travelling waves and homogeneous fragmentation
We formulate the notion of the classical Fisher–Kolmogorov–Petrovskii–Piscounov (FKPP) reaction diffusion equation associated with a homogeneous conservative fragmentation process and study its traveling waves. Specifically, we...
Branching brownian motion in a strip
We consider a branching Brownian motion with linear drift in which particles are killed on exiting the interval (0,K) and study the evolution of the process on the event of survival as the width of the interval shrinks to the...
Travelling waves and homogeneous fragmentation
We formulate the notion of the classical Fisher–Kolmogorov–Petrovskii–Piscounov (FKPP) reaction diffusion equation associated with a homogeneous conservative fragmentation process and study its traveling waves. Specifically, we...
The almost-sure population growth rate in branching Brownian motion with a quadratic breeding potential
In this note we consider a branching Brownian motion (BBM) on R in which a particle at spatial position y splits into two at rate beta y(2), where beta > 0 is a constant. This is a critical breeding rate for BBM in the sense...
Branching brownian motion in a strip
We consider a branching Brownian motion with linear drift in which particles are killed on exiting the interval (0,K) and study the evolution of the process on the event of survival as the width of the interval shrinks to the...
The almost-sure population growth rate in branching Brownian motion with a quadratic breeding potential
In this note we consider a branching Brownian motion (BBM) on R in which a particle at spatial position y splits into two at rate beta y(2), where beta > 0 is a constant. This is a critical breeding rate for BBM in the sense...
rpsftm
Treatment switching in a randomised controlled trial occurs when participants change from their randomised treatment to the other trial treatment during the study. Failure to account for treatment switching in the analysis (i.e....
Rock Hill Rotary Club Honors DiGiorgio With Paul Harris Fellow
Winthrop University
Jan 01, 0001
Member Ronnie Faulkner, head of technical services at Winthrop's Dacus Library, nominated DiGiorgio for the award because of the president's achievements as an educator for 50 years. Rotarians designate each other and members of...
Published by: Winthrop University
R/BHC
BACKGROUND: Although the use of clustering methods has rapidly become one of the standard computational approaches in the literature of microarray gene expression data analysis, little attention has been paid to uncertainty in...
Branching Brownian motion with absorption and the all-time minimum of branching Brownian motion with drift
We study a dyadic branching Brownian motion on the real line with absorption at 0, drift μ∈R and started from a single particle at position x>0. With K(∞) the (possibly infinite) total number of individuals absorbed at 0...
A spine approach to branching diffusions with applications to L-p-convergence of martingales
We present a modified formalization of the 'spine' change of measure approach for branching diffusions in the spirit, of those found in Kyprianou [40] and Lyons et al. [44, 437 41]. We use our formulation to interpret certain...
A spine approach to branching diffusions with applications to L-p-convergence of martingales
We present a modified formalization of the 'spine' change of measure approach for branching diffusions in the spirit, of those found in Kyprianou [40] and Lyons et al. [44, 437 41]. We use our formulation to interpret certain...
The coalescent structure of continuous-time Galton-Watson trees
Take a continuous-time Galton-Watson tree. If the system survives until a large time T , then choose k particles uniformly from those alive. What does the ancestral tree drawn out by these k particles look like? Some special...
Strong law of large numbers for branching diffusions
Let X be the branching particle diffusion corresponding to the operator Lu + beta (u(2) - u) on D subset of R-d (where beta >= 0 and beta not equivalent to 0). Let lambda(c) denote the generalized principal eigenvalue for the...
Stochastic Methods for the Neutron Transport Equation II
The neutron transport equation (NTE) describes the flux of neutrons across a planar cross-section in an inhomogeneous fissile medium when the process of nuclear fission is active. Classical work on the NTE emerges from the...
OutbreakTools
Thibaut Jombart, David M Aanensen, Marc Baguelin, Paul Birrell, Simon Cauchemez, Anton Camacho, Caroline Colijn, Caitlin Collins, Anne Cori, Xavier Didelot, Christophe Fraser, Simon Frost, Niel Hens, Joseph Hugues, Michael Höhle, Lulla Opatowski, Andrew Rambaut, Oliver Ratmann, Samuel Soubeyrand, Marc A Suchard, Jacco Wallinga, Rolf Ypma, Neil Ferguson
Jul 17, 2018
The investigation of infectious disease outbreaks relies on the analysis of increasingly complex and diverse data, which offer new prospects for gaining insights into disease transmission processes and informing public health...
Strong law of large numbers for branching diffusions
Let X be the branching particle diffusion corresponding to the operator Lu + beta (u(2) - u) on D subset of R-d (where beta >= 0 and beta not equivalent to 0). Let lambda(c) denote the generalized principal eigenvalue for the...
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