Sanaz Marand - Wikipedia
Sanaz Marand (Persian: ساناز مرند; born June 21, 1988) is an American former tennis player. In her career, she won two singles titles and 20 doubles titles
MartianBuu's theorycrafts for Twist's Wonders format
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Den of Thieves - Wikipedia
A den of thieves or thieves' den is any place frequented by thieves or other criminals. It sometimes takes the form of a thieves' guild. Den of thieves
Deism: a Definition and Summary of Basic Beliefs
Mar 26, 2018 · Deists believe that a single creator god does exist, but they take their evidence from reason and logic, not the revelatory acts and miracles that form the basis of faith in many organized …
The complex zeros of random orthogonal polynomials
We utilize Cauchy's argument principle in combination with the Jacobian of a holomorphic function in several complex variables and the first moment of a ratio of two correlated complex normal random variables to prove explicit formulas for the densit...
Zeros of random linear combinations of OPUC with complex Gaussian coefficients
We study zero distribution of random linear combinations of the form $$P_n(z)=\sum_{j=0}^nη_jφ_j(z),$$ in any Jordan region $Ω\subset \mathbb C$. The basis functions $φ_j$ are orthogonal polynomials on the unit circle (OPUC) that are real-valued...
Real Zeros of Random Sums with I.I.D. Coefficients
Let $\{f_k\}$ be a sequence of entire functions that are real valued on the real-line. We study the expected number of real zeros of random sums of the form $P_n(z)=\sum_{k=0}^nη_k f_k(z)$, where $\{η_k\}$ are real valued i.i.d.~random variables. W...
Zeros of random orthogonal polynomials with complex Gaussian coefficients
Let $\{f_j\}_{j=0}^n$ be a sequence of orthonormal polynomials where the orthogonality relation is satisfied on either the real line or on the unit circle. We study zero distribution of random linear combinations of the form $$P_n(z)=\sum_{j=0}^nη_j...
Zeros of random linear combinations of entire functions with complex Gaussian co…
We study zero distribution of random linear combinations of the form $$P_n(z)=\sum_{j=0}^nη_jf_j(z),$$ in any Jordan region $Ω\subset \mathbb C$. The basis functions $f_j$ are entire functions that are real-valued on the real line, and $η_0,\dots,...
Steve Yeager - Wikipedia
Stephen Wayne Yeager (born November 24, 1948) is an American former professional baseball catcher. Yeager spent 14 of the 15 seasons of his Major League
Splash Bridge Models of Inclined, Gas-Rich, Direct Galaxy Collisions
Splash bridges are formed from the direct inelastic collision of gas-rich galaxies. Recent multi-wavelength observations of the Taffy galaxies, UGC 12914/15, have revealed complicated gas structures in the bridge. We have upgraded the sticky particle...
Chuck Yeager - Wikipedia
Yeager has been referenced several times in the shared Star Trek universe, including having a namesake fictional type of starship, a dangerous starship formation -maneuver named after him …
Play - Wikipedia
phone Rakuten.co.uk (formerly Play.com), an online retailer Backlash (engineering), or play, non-reversible part of movement Petroleum play, oil fields
Former NYPD Officer Michael Valva sentenced to 25 years to life for murder of 8-…
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Roman Catholic Diocese of Valva - Wikipedia
form the Diocese of Valva e Sulmona. "Diocese of Valva" Catholic-Hierarchy.org. David M. Cheney. Retrieved May 1, 2016 "Diocese of Valva" GCatholic.org. Gabriel
Clasper - Wikipedia
In biology, a clasper is a male anatomical structure found in some groups of animals, used in mating. Male cartilaginous fish have claspers formed from
Percolation in binary mixtures of linkers and particles: chaining {\it {vs}} bra…
Equilibrium gels of colloidal particles can be realized through the introduction of a second species, a linker that mediates the bonds between the colloids. A gel forming binary mixture whose linkers can self-assemble into linear chains while still p...
Fairy tale - Wikipedia
in literary form (literary fairy tale); the name "fairy tale" ("conte de fées" in French) was first ascribed to them by Madame d'Aulnoy in the late 17th
Optimal Dynamic Fees in Automated Market Makers
Automated Market Makers (AMMs) are emerging as a popular decentralised trading platform. In this work, we determine the optimal dynamic fees in a constant function market maker. We find approximate closed-form solutions to the control problem and stu...
The Feelies - Wikipedia
The Feelies are an American rock band from Haledon, New Jersey. They formed in 1976 and disbanded in 1992 after having released four albums. The band