Top Tweets for #Semigroup
@145138156 あっダウンタウンアーミーと勘違いしてました😂💦
どうもフォーエバーレインからのSTFの後半群が好きになれなくて😅💦
10曲は難しいですよね！
ビーユアが入ってるのが最高です✌️
@chfjae おもしろいよね！
連休前半群馬いってて。
移動とかで一気見した☺
関東民ですら珍しいおにぎり、半群馬県民の私には見慣れているw
#さくらみくら
がサブ主人公的な視点がある半群像劇
テディの新人含む隊が森へ入りユニコーンと遭遇する前からマジックマッシュルームを食べたりえげつない展開がある
中盤にユニコーンと遭遇するとグロバトル
ユニコーンを倒すも仲間は半分以上やられ
ネタバレだけど終盤に子馬の視点と合流する展開が起き、
東京駅から1時間半。群馬の夏を空から撮影。首都圏最果ての絶景は異世界そのものでした
上昇トレンドが続いていても、調整下落は必ず訪れます。
その現実を甘く見てはいけません。
・下げ幅を予測できるなら、必ず指値を使うべきです
・高驚中は中途半群なショートを狙ってはいけません
・勝てなくなるまでロングを持ち、利確と再エントリーを繰り返すのが基本です
特に長期足の抑制付近では、必ず利確してください。
それだけで、大きな損失は避けられます。
#mdpisymmetry #featurepaper Feature Paper "Polyadization of Algebraic Structures" is available at https://t.co/5uIURhWSl6
Author: Steven Duplij
#semigroup #algebraicstructures
@uni_muenster
@ComSciMath_Mdpi
Trajectory of a semigroup dynamical system. Global attractors of dynamical systems. Project Entropy https://t.co/kJFneNENsd Траектория полугрупповой динамической системы. Проект Энтропия #architecture #Entropy #Chaos #архитектура #semigroup #Trajectory ▄▀ via
@cihru
Do you know what a #Monoid is? Or what a #Semigroup means? In this article by @47deg you could learn about it and about #Functional Programming. ➡ https://t.co/hpJiFF1c1H
Functional Programming Series: What Is a Semigroup? - https://t.co/26NebMsjCk
#functionalprogramming #javascript #programming #semigroup #webdevelopment
Make sure to secure your spot to our next @Scala_Central on the 21st of March! We'll be hosting at the @depop offices and have talks from John Cragg, Daniel Ciocîrlan and Kanish Vadera! https://t.co/7oI9YUlfRS #DistributedSchemaManagement #TypeLevelSorting #ScalaMonoid #Semigroup
We can implement the #Monoid interface with
mconcat :: [A] -> A
instead of
unit :: () -> A
mult :: (A, A) -> A
because lists are the #FreeMonoid. We can implement #Semigroup with
sconcat :: NonEmpty A -> A
because NonEmpty is the #FreeSemigroup, beyond magical
a is a Monoid
unit :: () -> a
mult :: (a, a) -> a
but so are Types up to isomorphism
() :: Type
(,) :: Type -> Type -> Type
Think of #Semigroup/#Monoid::Type -> Constraint
class Semigroup (a :: Type) where
(<>) :: a -> a -> a
class Semigroup a => Monoid a where
mempty :: a
as
class Semigroup a where
(<>) :: (a, a) -> a
class Semigroup a => Monoid a where
mempty :: () -> a
A fun example of commutative #Semigroup & #Monoid
( with a surprise appearance from #DerivingVia )
Counting inversions with monoidal sparks. ~ Brent Yorgey https://t.co/kg9vmr1QO3 #FunctionalProgramming #Haskell #Math
First day of second edition of "Foundation of Functional Programming: Theory and Practice" #semigroup all the things with @GiulioCanti /cc @Mikamai @LinkMeSRL @fusillicode
class Functor f where
fmap :: (a -> b) -> (f a -> f b)
fmap f as = functor (Coyoneda f as)
functor :: Coyoneda f a -> f a
functor (Coyoneda f as) = fmap f as
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