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SIM INESS

  • Sim Iness
  • American discus thrower

    Simeon "Sim" Garland Iness (July 9, 1930 – May 23, 1996) was an American discus thrower who won a gold medal at the 1952 Summer Olympics, breaking the

    Sim Iness

    Sim Iness

    Sim_Iness

  • Tulare Union High School
  • School in Tulare, California, United States

    Mathias won gold in 1948 and 1952, and discus thrower Sim Iness won in 1952. Mathias and Iness were classmates who graduated the same year. Sadly, both

    Tulare Union High School

    Tulare Union High School

    Tulare_Union_High_School

  • Bob Mathias
  • American decathlete and politician (1930–2006)

    Tulare Union High School, where he was a classmate and long time friend of Sim Iness, the 1952 Olympic discus gold medalist. While at Tulare Union in early

    Bob Mathias

    Bob Mathias

    Bob_Mathias

  • List of high schools producing multiple Olympic gold medalists
  • Tulare Union High School (Tulare, California): Bob Mathias 1948, 1952, Sim Iness 1952 Newport Harbor High School (Newport Beach, California): Steve Timmons

    List of high schools producing multiple Olympic gold medalists

    List_of_high_schools_producing_multiple_Olympic_gold_medalists

  • Equivalence class
  • Mathematical concept

    equivalent: x ∼ y {\displaystyle x\sim y} , [ x ] = [ y ] {\displaystyle [x]=[y]} , and [ x ] ∩ [ y ] ≠ ∅ . {\displaystyle [x]\cap [y]\neq \emptyset

    Equivalence class

    Equivalence class

    Equivalence_class

  • Athletics at the 1952 Summer Olympics – Men's discus throw
  • follows. The three medalists (Sim Iness, Adolfo Consolini, and James Dillion) all bettered the old Olympic record. Iness was the first to do so, throwing

    Athletics at the 1952 Summer Olympics – Men's discus throw

    Athletics_at_the_1952_Summer_Olympics_–_Men's_discus_throw

  • Reinforcement learning from human feedback
  • Machine learning technique

    x , y w , y l ∼ D [ h π ( x , y w , y l ) − 1 2 β − 1 ] 2 {\displaystyle {\begin{aligned}&\mathbb {E} _{x,y_{w},y_{l}\sim D}[h_{\pi }(x,y_{w},y_{l})-{\frac

    Reinforcement learning from human feedback

    Reinforcement learning from human feedback

    Reinforcement_learning_from_human_feedback

  • Athletics at the 1956 Summer Olympics – Men's discus throw
  • had lost the record for a 3 week gap in 1953 to 1952 Olympic champion Sim Iness, before he made another improvement at a small Pasadena, California all

    Athletics at the 1956 Summer Olympics – Men's discus throw

    Athletics at the 1956 Summer Olympics – Men's discus throw

    Athletics_at_the_1956_Summer_Olympics_–_Men's_discus_throw

  • The Sims
  • Series of video games

    of all time. It is also part of the larger Sim series, started by SimCity in 1989. The games in the Sims series are largely sandbox games, in that they

    The Sims

    The Sims

    The_Sims

  • Wedge sum
  • Space in topology mathematics

    and Y is the quotient space of the disjoint union of X and Y by the identification x 0 ∼ y 0 : {\displaystyle x_{0}\sim y_{0}:} X ∨ Y = ( X ⊔ Y ) / ∼

    Wedge sum

    Wedge sum

    Wedge_sum

  • Equivalence relation
  • Mathematical concept for comparing objects

    {\displaystyle a\sim a} (reflexivity). a ∼ b {\displaystyle a\sim b} if and only if b ∼ a {\displaystyle b\sim a} (symmetry). If a ∼ b {\displaystyle a\sim b} and

    Equivalence relation

    Equivalence relation

    Equivalence_relation

  • Ockham algebra
  • {\displaystyle \sim \colon L\to L} satisfying ∼ ( x ∧ y ) = ∼ x ∨ ∼ y {\displaystyle \sim (x\wedge y)={}\sim x\vee {}\sim y} , ∼ ( x ∨ y ) = ∼ x ∧ ∼ y {\displaystyle

    Ockham algebra

    Ockham_algebra

  • Lady Godiva of Coventry
  • 1955 film by Arthur Lubin

    Withers as Pendar Anthony Eustrel as Prior Kathryn Givney as An Abbess Sim Iness as Oswin Thayer Roberts as William, Duke of Normandy Alec Harford as Tom

    Lady Godiva of Coventry

    Lady Godiva of Coventry

    Lady_Godiva_of_Coventry

  • 2025 Taipei Open
  • Badminton tournament

    Yang (quarter-finals) Alwi Farhan (withdrew) Tomoka Miyazaki (champion) Sim Yu-jin (semi-finals) Sung Shuo-yun (second round) Hsu Wen-chi (first round)

    2025 Taipei Open

    2025_Taipei_Open

  • James Stallworth (athlete)
  • American track and field athlete (born 1971)

    time Olympic Decathlon champion Bob Mathias and Discus Gold Medalist Sim Iness. Continuing his junior career, he won the USATF Junior Championships in

    James Stallworth (athlete)

    James_Stallworth_(athlete)

  • Discus throw
  • Event in track and field athletics

    Giuseppe Tosi  Italy Fortune Gordien  United States 1952 Helsinki details Sim Iness  United States Adolfo Consolini  Italy James Dillion  United States 1956

    Discus throw

    Discus throw

    Discus_throw

  • Smash product
  • Combination of pointed topological spaces

    wedge sum X ∨ Y = ( X ⨿ Y ) / ∼ {\displaystyle X\vee Y=(X\amalg Y)\;/{\sim }} . In particular, {x0} × Y in X × Y is identified with Y in X ∨ Y {\displaystyle

    Smash product

    Smash_product

  • Quotient space (topology)
  • Topological space construction

    let ∼ {\displaystyle \sim } be an equivalence relation on X . {\displaystyle X.} The quotient set Y = X / ∼ {\displaystyle Y=X/{\sim }} is the set of equivalence

    Quotient space (topology)

    Quotient space (topology)

    Quotient_space_(topology)

  • Chi-squared distribution
  • Probability distribution and special case of gamma distribution

    Specifically if X ∼ χ k 2 {\displaystyle X\sim \chi _{k}^{2}} then X ∼ Gamma ( α = k 2 , θ = 2 ) {\textstyle X\sim {\text{Gamma}}(\alpha ={\frac {k}{2}},\theta

    Chi-squared distribution

    Chi-squared distribution

    Chi-squared_distribution

  • Thane Baker
  • American sprinter (born 1931)

    and Field program and held numerous world records in the 100 yd, 100 m, 220 y, 200 m, and several relays in the age groups categories of 40–44, 45–49, and

    Thane Baker

    Thane_Baker

  • List of Tau Kappa Epsilon members
  • Phil Simms, Blake Bortles and Aaron Rodgers, Olympians Douglas Blubaugh, Sim Iness, and Johnny Quinn, and singers Elvis Presley, Willie Nelson, and the Everly

    List of Tau Kappa Epsilon members

    List of Tau Kappa Epsilon members

    List_of_Tau_Kappa_Epsilon_members

  • Ollie Matson
  • American football player and sprinter (1930–2011)

    Jim Gerhardt Fortune Gordien Meredith Gourdine Bud Held Darrow Hooper Sim Iness Don Laz Bob Mathias George Mattos Bill Miller Parry O'Brien Bob Richards

    Ollie Matson

    Ollie Matson

    Ollie_Matson

  • The Sims 2
  • 2004 video game

    The Sims 2 is a 2004 social simulation video game developed by Maxis and published by Electronic Arts. It is the second major title in The Sims series

    The Sims 2

    The_Sims_2

  • List of convolutions of probability distributions
  • convolutions. Each statement is of the form ∑ i = 1 n X i ∼ Y {\displaystyle \sum _{i=1}^{n}X_{i}\sim Y} where X 1 , X 2 , … , X n {\displaystyle X_{1},X_{2}

    List of convolutions of probability distributions

    List_of_convolutions_of_probability_distributions

  • Tulare, California
  • City in California, United States

    Tulare Bryce Harris – professional football player for New Orleans Saints Sim Iness – Olympic discus gold medalist in 1952 Summer Olympics Odell Jones – professional

    Tulare, California

    Tulare, California

    Tulare,_California

  • Block (permutation group theory)
  • y {\displaystyle x\sim y} implies g x ∼ g y {\displaystyle gx\sim gy} for all g ∈ G {\displaystyle g\in G} and all x , y ∈ X {\displaystyle x,y\in

    Block (permutation group theory)

    Block_(permutation_group_theory)

  • Compton College
  • Community college in Compton, California, US

    co-founder of Hanna-Barbera Productions (now known as Cartoon Network Studios) Sim Iness, Olympic champion Cornelius Johnson, Olympic champion (1936, high jump)

    Compton College

    Compton_College

  • James Dillion
  • American discus thrower

    Jim Gerhardt Fortune Gordien Meredith Gourdine Bud Held Darrow Hooper Sim Iness Don Laz Bob Mathias George Mattos Bill Miller Parry O'Brien Bob Richards

    James Dillion

    James_Dillion

  • Fortune Gordien
  • American athlete (1922–1990)

    World Record Holder July 9, 1949 – June 20, 1953 Succeeded by Sim Iness Preceded by Sim Iness Men's Discus World Record Holder July 11, 1953 – June 14, 1959

    Fortune Gordien

    Fortune Gordien

    Fortune_Gordien

  • Dean Smith (sprinter)
  • American athlete and stuntman (1932–2023)

    Jim Gerhardt Fortune Gordien Meredith Gourdine Bud Held Darrow Hooper Sim Iness Don Laz Bob Mathias George Mattos Bill Miller Parry O'Brien Bob Richards

    Dean Smith (sprinter)

    Dean Smith (sprinter)

    Dean_Smith_(sprinter)

  • Porterville, California
  • City in California, United States

    Famer, former head football coach at Porterville College 1952 and 1953 Sim Iness, Oklahoma-born Olympic gold medalist in discus throw Joan Marsh, American

    Porterville, California

    Porterville, California

    Porterville,_California

  • Dating sim
  • Video game subgenre of simulation games

    Dating sims, also known as dating simulation games, are a video game subgenre of simulation games with romantic elements. While resembling the visual novel

    Dating sim

    Dating_sim

  • Athletics at the 1952 Summer Olympics
  • States 17.39 m Jim Fuchs  United States 17.06 m Discus throw details Sim Iness  United States 55.03 OR Adolfo Consolini  Italy 53.78 m James Dillion

    Athletics at the 1952 Summer Olympics

    Athletics at the 1952 Summer Olympics

    Athletics_at_the_1952_Summer_Olympics

  • Kleene equality
  • Equality operator on partial functions

    like this: ( y 1 ∼ y 2 ) :⇔ ( ( y 1 ↓ ∨ y 2 ↓ ) ⟶ y 1 = y 2 ) , {\displaystyle (y_{1}\sim y_{2}):\Leftrightarrow ((y_{1}\downarrow \lor y_{2}\downarrow

    Kleene equality

    Kleene_equality

  • Tau Kappa Epsilon
  • North American collegiate fraternity

    Bradshaw, Phil Simms, and Aaron Rodgers, Olympians Douglas Blubaugh, Sim Iness, and Johnny Quinn, and singers Elvis Presley, Willie Nelson, and the Everly

    Tau Kappa Epsilon

    Tau_Kappa_Epsilon

  • The Sims 3
  • 2009 video game

    The Sims 3 is a 2009 social simulation video game developed by the Redwood Shores studio of Maxis, and published by Electronic Arts. Part of The Sims series

    The Sims 3

    The_Sims_3

  • Larry Snyder (hurdler)
  • American track and field athlete and coach (1896–1982)

    Y-7xD2du-7xD2kC https://www.flickr.com/photos/ohio-state-university-archives/4296175216/in/photolist-7xzcNZ-7xD2dY-7xD2du-7xD2kC https://kb

    Larry Snyder (hurdler)

    Larry_Snyder_(hurdler)

  • 2024 Taipei Open
  • Badminton tournament

    (quarter-finals) Pai Yu-po (quarter-finals) Putri Kusuma Wardani (final) Sim Yu-jin (champion) Lee Yang / Wang Chi-lin (second round) Lee Jhe-huei / Yang

    2024 Taipei Open

    2024_Taipei_Open

  • 2024 Korea Masters
  • Badminton tournament in Korea

    (first round) Nguyễn Thùy Linh (first round) Chiu Pin-chian (semi-finals) Sim Yu-jin (quarter-finals) Lin Hsiang-ti (quarter-finals) Riko Gunji (withdrew)

    2024 Korea Masters

    2024_Korea_Masters

  • Hugh McElhenny
  • American football player (1928–2022)

    and size." One of his Compton teammates was 1952 Olympic gold medalist Sim Iness. After a year at Compton, McElhenny attended the University of Washington

    Hugh McElhenny

    Hugh McElhenny

    Hugh_McElhenny

  • 1960 Winter Olympics torch relay
  • relay stopped for the evening in Tulare, with Olympians Bob Mathias and Sim Iness (both of whom grew up in Tulare) carrying the torch into town. The next

    1960 Winter Olympics torch relay

    1960_Winter_Olympics_torch_relay

  • Debreu's representation theorems
  • {\displaystyle \sim } (defined by: x ∼ y {\displaystyle x\sim y} iff x ⪯ y {\displaystyle x\preceq y} and x ⪰ y {\displaystyle x\succeq y} ) are a countable

    Debreu's representation theorems

    Debreu's_representation_theorems

  • Indeterminate form
  • Expression in mathematical analysis

    {\begin{aligned}x&\sim \sin x,\\x&\sim \arcsin x,\\x&\sim \sinh x,\\x&\sim \tan x,\\x&\sim \arctan x,\\x&\sim \ln(1+x),\\1-\cos x&\sim {\frac {x^{2}}{2}}

    Indeterminate form

    Indeterminate_form

  • Victor Dyrgall
  • American long-distance runner

    Jim Gerhardt Fortune Gordien Meredith Gourdine Bud Held Darrow Hooper Sim Iness Don Laz Bob Mathias George Mattos Bill Miller Parry O'Brien Bob Richards

    Victor Dyrgall

    Victor_Dyrgall

  • Ken Sim
  • Mayor of Vancouver since 2022

    Kenneth Sim (Chinese: 沈觀健; Cantonese Yale: Sám Gūn-gihn; born October 18, 1970) is a Canadian politician and businessman who has served as the 41st mayor

    Ken Sim

    Ken Sim

    Ken_Sim

  • Harrison Dillard
  • American athlete (1923–2019)

    Dillard was ranked among the best in the world in both the 100 m/100 y sprint and 110 m/120 y sprint hurdle events from 1947 to 1953, according to the votes

    Harrison Dillard

    Harrison Dillard

    Harrison_Dillard

  • Keota, Oklahoma
  • Town in Oklahoma, United States

    including 26.9% of those under age 18 and 31.9% of those age 65 or over. Sim Iness - Olympic gold medalist and world record holder for the discus. Major

    Keota, Oklahoma

    Keota,_Oklahoma

  • Jaccard index
  • Measure of similarity and diversity between sets

    {\displaystyle X\sim x} and Yy {\displaystyle Y\sim y} , we would like to construct X {\displaystyle X} and Y {\displaystyle Y} to maximize Pr [ X = Y ] {\displaystyle

    Jaccard index

    Jaccard index

    Jaccard_index

  • Pseudometric space
  • Generalization of metric spaces in mathematics

    by defining x ∼ y {\displaystyle x\sim y} if d ( x , y ) = 0 {\displaystyle d(x,y)=0} . Let X ∗ = X / ∼ {\displaystyle X^{*}=X/{\sim }} be the quotient

    Pseudometric space

    Pseudometric_space

  • Metric space
  • Mathematical space with a notion of distance

    {\displaystyle p_{1}\sim x} , q n ∼ y {\displaystyle q_{n}\sim y} , q i ∼ p i + 1 , i = 1 , 2 , … , n − 1 {\displaystyle q_{i}\sim p_{i+1},i=1,2,\dots

    Metric space

    Metric space

    Metric_space

  • Deaths in May 1996
  • English actor, brain cancer. Dorothy Hyson, 81, American actress, stroke. Sim Iness, 65, American Olympic discus thrower (1952). Evert Karlsson, 75, Swedish

    Deaths in May 1996

    Deaths_in_May_1996

  • Cy Young (javelin thrower)
  • American javelin thrower

    Jim Gerhardt Fortune Gordien Meredith Gourdine Bud Held Darrow Hooper Sim Iness Don Laz Bob Mathias George Mattos Bill Miller Parry O'Brien Bob Richards

    Cy Young (javelin thrower)

    Cy Young (javelin thrower)

    Cy_Young_(javelin_thrower)

  • Sim Ann
  • Singaporean politician

    Sim Ann (born 12 March 1975) is a Singaporean politician and former civil servant who has been serving as Senior Minister of State for Home Affairs since

    Sim Ann

    Sim Ann

    Sim_Ann

  • Generative adversarial network
  • Deep learning method

    {E} _{x\sim \mu _{\text{ref}},y\sim \mu _{D}(x)}[\ln y]+\operatorname {E} _{x\sim \mu _{G},y\sim \mu _{D}(x)}[\ln(1-y)].} The generator aims to minimize

    Generative adversarial network

    Generative adversarial network

    Generative_adversarial_network

  • Quotient space (linear algebra)
  • Vector space consisting of affine subsets

    relation ∼ {\displaystyle \sim } on V {\displaystyle V} by stating that x ∼ y {\displaystyle x\sim y} iff x − y ∈ U {\displaystyle x-y\in U} . That is, x {\displaystyle

    Quotient space (linear algebra)

    Quotient_space_(linear_algebra)

  • Semigroup
  • Algebraic structure

    y {\displaystyle x\sim y} and u ∼ v {\displaystyle u\sim v} implies x u ∼ y v {\displaystyle xu\sim yv} for every x , y , u , v {\displaystyle x,y,u

    Semigroup

    Semigroup

  • Adiabatic accessibility
  • Relation between thermodynamic states

    X{\overset {\underset {\mathrm {A} }{}}{\sim }}X} Transitivity: If X ≺ Y {\displaystyle X\prec Y} and Y ≺ Z {\displaystyle Y\prec Z} then X ≺ Z {\displaystyle

    Adiabatic accessibility

    Adiabatic_accessibility

  • Convex preferences
  • Concept in economics

    and Similarly, ∼ {\displaystyle \sim } can be translated as 'is equivalent to' (in preference satisfaction). Use x, y, and z to denote three consumption

    Convex preferences

    Convex_preferences

  • ProbCons
  • Protein multiple-sequence alignment program

    {\begin{aligned}P(x_{i}\sim y_{i}|x,y)\ {\overset {\underset {\mathrm {def} }{}}{=}}&\ \Pr[x_{i}\sim y_{i}{\text{ in some }}a|x,y]\\[8pt]=&\ \sum _{{\text{alignment

    ProbCons

    ProbCons

  • Art Bragg
  • American sprinter (1930–2018)

    ranked among the best in the US and the world in both the 100 m/100 y and 200 m/220 y sprint events from 1950 to 1954, according to the votes of the experts

    Art Bragg

    Art_Bragg

  • 2025 Thailand Masters (badminton)
  • Badminton tournament in Thailand

    round) Putri Kusuma Wardani (semi-finals) Line Kjærsfeldt (second round) Sim Yu-jin (quarter-finals) Malvika Bansod (withdrew) Pornpicha Choeikeewong

    2025 Thailand Masters (badminton)

    2025_Thailand_Masters_(badminton)

  • Bud Held
  • American athlete

    Jim Gerhardt Fortune Gordien Meredith Gourdine Bud Held Darrow Hooper Sim Iness Don Laz Bob Mathias George Mattos Bill Miller Parry O'Brien Bob Richards

    Bud Held

    Bud_Held

  • The Sims 3 expansion packs
  • 2009 video game expansion pack list

    released for the 2009 life simulation video game The Sims 3, the third major title in The Sims series. Of the eleven expansion packs, seven were developed

    The Sims 3 expansion packs

    The_Sims_3_expansion_packs

  • Catherine Hardy Lavender
  • American sprinter

    Jim Gerhardt Fortune Gordien Meredith Gourdine Bud Held Darrow Hooper Sim Iness Don Laz Bob Mathias George Mattos Bill Miller Parry O'Brien Bob Richards

    Catherine Hardy Lavender

    Catherine Hardy Lavender

    Catherine_Hardy_Lavender

  • Lindy Remigino
  • American sprinter (1931–2018)

    Jim Gerhardt Fortune Gordien Meredith Gourdine Bud Held Darrow Hooper Sim Iness Don Laz Bob Mathias George Mattos Bill Miller Parry O'Brien Bob Richards

    Lindy Remigino

    Lindy Remigino

    Lindy_Remigino

  • CIF California State Meet
  • High school sports competition

    cancelled during World War II (2 Gold medals 1948, 200 m and 4 × 100 relay) Sim Iness because the Discus throw was not held while he was in high school, it

    CIF California State Meet

    CIF California State Meet

    CIF_California_State_Meet

  • Totally disconnected space
  • Topological space that is maximally disconnected

    arbitrary topological space. Let x ∼ y {\displaystyle x\sim y} if and only if y ∈ c o n n ( x ) {\displaystyle y\in \mathrm {conn} (x)} (where c o n n

    Totally disconnected space

    Totally_disconnected_space

  • Tilde
  • Punctuation and accent mark (~, ◌̃)

    be said to be adjacent, and this adjacency can be denoted x ∼ y {\displaystyle x\sim y} . The symbol " f ~ {\displaystyle {\tilde {f}}} " is pronounced

    Tilde

    Tilde

  • Profunctor
  • Generalization in mathematics

    c)\right){\Bigg /}\sim } where ∼ {\displaystyle \sim } is the least equivalence relation such that ( y ′ , x ′ ) ∼ ( y , x ) {\displaystyle (y',x')\sim (y,x)} whenever

    Profunctor

    Profunctor

  • SIM lock
  • Restriction built into a mobile phone

    A SIM lock, simlock, network lock, carrier lock or (master) subsidy lock is a technical restriction built into GSM and CDMA mobile phones by mobile phone

    SIM lock

    SIM_lock

  • Fixed-point logic
  • Logical formulation of recursion

    ⁡ ∃ y ∀ z ( x ∼ z ⇒ ( y = z ∨ P ( z ) ) ) ] t {\displaystyle \exists t[\operatorname {LFP} _{x,P}\exists y\forall z{\bigl (}x\sim z\Rightarrow (y=z\vee

    Fixed-point logic

    Fixed-point_logic

  • Ted Corbitt
  • American long-distance runner and running organization official

    Jim Gerhardt Fortune Gordien Meredith Gourdine Bud Held Darrow Hooper Sim Iness Don Laz Bob Mathias George Mattos Bill Miller Parry O'Brien Bob Richards

    Ted Corbitt

    Ted_Corbitt

  • Similarity learning
  • Supervised learning of a similarity function

    f(x_{i}^{1},x_{i}^{2})\sim y_{i}} for every new labeled triplet example ( x i 1 , x i 2 , y i ) {\displaystyle (x_{i}^{1},x_{i}^{2},y_{i})} . This is typically

    Similarity learning

    Similarity_learning

  • Poisson distribution
  • Discrete probability distribution

    integer, then Y ∼ Pois ⁡ ( λ ) {\displaystyle Y\sim \operatorname {Pois} (\lambda )} satisfies Pr ( Y ≥ E [ Y ] ) ≥ 1 2 {\displaystyle \Pr(Y\geq E[Y])\geq {\frac

    Poisson distribution

    Poisson distribution

    Poisson_distribution

  • Dirichlet form
  • Mathematical form

    property u G ( x ) = 1 | { y : y ∼ x } | ∑ y ∼ x u G ( y ) . {\displaystyle u_{G}(x)={\frac {1}{|\{y:y\sim x\}|}}\sum _{y\sim x}u_{G}(y).} Technically, such

    Dirichlet form

    Dirichlet_form

  • Laplace distribution
  • Probability distribution

    If X , Y ∼ Exponential ( λ ) {\displaystyle X,Y\sim {\textrm {Exponential}}(\lambda )} then X − Y ∼ Laplace ( 0 , λ − 1 ) {\displaystyle X-Y\sim {\textrm

    Laplace distribution

    Laplace distribution

    Laplace_distribution

  • Abuse of notation
  • Informal use of mathematical notation

    {\displaystyle \sim } , then for each x ∈ X {\displaystyle x\in X} , the equivalence class { y ∈ X | y ∼ x } {\displaystyle \{y\in X|y\sim x\}} is denoted

    Abuse of notation

    Abuse_of_notation

  • Connected space
  • Topological space that is connected

    points x , y {\displaystyle x,y} in a topological space X {\displaystyle X} , we write x ∼ y {\displaystyle x\sim y} if x , y {\displaystyle x,y} belong

    Connected space

    Connected space

    Connected_space

  • Statistical learning theory
  • Framework for machine learning

    f:X\to Y} such that f ( x ) ∼ y {\displaystyle f(\mathbf {x} )\sim y} . Let H {\displaystyle {\mathcal {H}}} be a space of functions f : X → Y {\displaystyle

    Statistical learning theory

    Statistical_learning_theory

  • Browning Ross
  • American middle and long-distance runner, steeplechaser

    Jim Gerhardt Fortune Gordien Meredith Gourdine Bud Held Darrow Hooper Sim Iness Don Laz Bob Mathias George Mattos Bill Miller Parry O'Brien Bob Richards

    Browning Ross

    Browning_Ross

  • Cardinality
  • Size of a set in mathematics

    (equivalence classes of reals, such that ⁠ x ∼ y {\displaystyle x\sim y} ⁠ iff ⁠ x − y ∈ Q {\displaystyle x-y\in \mathbb {Q} } ⁠). However, if an injection

    Cardinality

    Cardinality

    Cardinality

  • CW complex
  • Type of topological space

    the space X / ∼ {\displaystyle X/{\sim }} where the equivalence relation is generated by x ∼ y {\displaystyle x\sim y} if they are contained in a common

    CW complex

    CW_complex

  • Barbara Jones (sprinter)
  • American sprinter

    Jim Gerhardt Fortune Gordien Meredith Gourdine Bud Held Darrow Hooper Sim Iness Don Laz Bob Mathias George Mattos Bill Miller Parry O'Brien Bob Richards

    Barbara Jones (sprinter)

    Barbara Jones (sprinter)

    Barbara_Jones_(sprinter)

  • Bob Backus
  • American hammer thrower

    Jim Gerhardt Fortune Gordien Meredith Gourdine Bud Held Darrow Hooper Sim Iness Don Laz Bob Mathias George Mattos Bill Miller Parry O'Brien Bob Richards

    Bob Backus

    Bob_Backus

  • George Mattos
  • American pole vaulter (1929–2012)

    Jim Gerhardt Fortune Gordien Meredith Gourdine Bud Held Darrow Hooper Sim Iness Don Laz Bob Mathias George Mattos Bill Miller Parry O'Brien Bob Richards

    George Mattos

    George_Mattos

  • Ideal (ring theory)
  • Submodule of a mathematical ring

    {\displaystyle R} ⁠, let x ∼ y {\displaystyle x\sim y} if ⁠ x − y ∈ I {\displaystyle x-y\in I} ⁠. Then ∼ {\displaystyle \sim } is a congruence relation

    Ideal (ring theory)

    Ideal_(ring_theory)

  • Shah Brunei
  • Sultan of Brunei (r. 1581–1582)

    of Brunei Darussalam. Scarecrow Press. p. 212. ISBN 978-0-8108-7078-9. Sim, Y. H. Teddy (22 October 2014). Piracy and surreptitious activities in the

    Shah Brunei

    Shah_Brunei

  • Samsung Galaxy Y Plus
  • Smartphone model

    The Galaxy Y Plus GT-S5303 is a mobile phone from Samsung. It was announced in March 2013 and was released in May 2013. It holds 2 SIM cards. Galaxy Nexus

    Samsung Galaxy Y Plus

    Samsung_Galaxy_Y_Plus

  • Grushko theorem
  • Theorem in group theory

    Z'=Z\coprod \!D^{2}/\!\sim } where : x ∼ y  iff { x = y ,  or  x = γ ( t )  and  y = g ( t )  for some  t ∈ [ 0 , 1 ]  or  x = g ( t )  and  y = γ ( t )  for

    Grushko theorem

    Grushko_theorem

  • Logic of graphs
  • Logical formulation of graph properties

    (u\sim u){\bigr )}} (the graph cannot contain any loops), and ∀ u ∀ v ( u ∼ v ⇒ v ∼ u ) {\displaystyle \forall u\forall v(u\sim v\Rightarrow v\sim u)}

    Logic of graphs

    Logic_of_graphs

  • Mixture-space theorem
  • Utility-representation theorem in Decision Theory

    , y , z ∈ X {\displaystyle x,y,z\in X} , x ∼ y ⟹ h 1 / 2 ( x , z ) ∼ h 1 / 2 ( y , z ) . {\displaystyle x\sim y\implies h_{1/2}(x,z)\sim h_{1/2}(y,z)

    Mixture-space theorem

    Mixture-space_theorem

  • Adjunction space
  • Formally, X ∪ f Y = ( X ⊔ Y ) / ∼ {\displaystyle X\cup _{f}Y=(X\sqcup Y)/\sim } where the equivalence relation ∼ {\displaystyle \sim } is generated by a ∼

    Adjunction space

    Adjunction_space

  • Hilbert's Nullstellensatz
  • Relation between algebraic varieties and polynomial ideals

    {C} ^{n},0}} and that I 0 ( X ) = I 0 ( Y ) {\displaystyle I_{0}(X)=I_{0}(Y)} if X ∼ Y {\displaystyle X\sim Y} in the sense discussed above. The analytic

    Hilbert's Nullstellensatz

    Hilbert's_Nullstellensatz

  • Andy Stanfield
  • American athletics competitor (1927–85)

    includes six AAU titles (1949: 100 and 200 m; 1950: 60 y; 1951: long jump; 1952: 200 m; 1953: 220 y) and nine IC4A titles (both indoor and outdoor). He was

    Andy Stanfield

    Andy Stanfield

    Andy_Stanfield

  • Interior reconstruction
  • suitable for a situation where | x | ∼ | y | {\displaystyle |x|\sim |y|} and | X | ∼ | Y | {\displaystyle |X|\sim |Y|} i.e. a normal truncation artifacts

    Interior reconstruction

    Interior_reconstruction

  • J. Marion Sims
  • American physician and gynecologist (1813–1883)

    James Marion Sims (January 25, 1813 – November 13, 1883) was an American physician in the field of surgery. His most famous work was the development of

    J. Marion Sims

    J. Marion Sims

    J._Marion_Sims

  • Spinc group
  • Twisted spin group

    \operatorname {U} (1)} through the antipodal identification y ∼ − y {\displaystyle y\sim -y} . The spinc group is then: Spin c ⁡ ( n ) := ( Spin ⁡ ( n

    Spinc group

    Spinc_group

  • QAF Brunei
  • Investment company in Brunei

    1993. p. 47. Retrieved 14 May 2025. Park, Ungson & Francisco 2017, p. 165. Sim Y. H. (4 February 2024). "Makluman penutupan sementara jalan raya di Jalan

    QAF Brunei

    QAF_Brunei

  • Dorothy Clay Sims
  • American attorney

    Governor John Y. Brown Jr. Sims' cousins include former Kentucky Secretary of State John Young Brown III and journalist Pamela Brown. Sims began her career

    Dorothy Clay Sims

    Dorothy_Clay_Sims

  • F-distribution
  • Continuous probability distribution

    {\displaystyle X\sim \chi _{d_{1}}^{2}} and Y ∼ χ d 2 2 {\displaystyle Y\sim \chi _{d_{2}}^{2}} (Chi squared distribution) are independent, then ⁠ X / d 1 Y / d 2

    F-distribution

    F-distribution

    F-distribution

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