Adjective:

অন্ত:সাগরীয়,

underset's Usage Examples:

3 − APA [ ◊ ] ⟶ 3 − APA + light {\displaystyle {\ce {{\underset {luminol}{C8H7N3O2}}+{\underset {hydrogen\ peroxide}{H2O2}}->3-APA[\lozenge ]->{3-APA}+light}}}.

{\begin{aligned}{\boldsymbol {S}}'{\underset {1}{\Rightarrow }}{\boldsymbol {aBSc}}\\'{\underset {2}{\Rightarrow }}aB{\boldsymbol {abc}}c\\'{\underset {3}{\Rightarrow }}a{\boldsymbol.

C − {\displaystyle {-}{\underset {| \atop \displaystyle \color {Blue}{\ce {R}}}{{\ce {C}}}}{\ce {-C-C{-}-> {-C-}}}{\underset {| \atop \displaystyle \color.

{\begin{aligned}{\ce {{\underset {Ethyl Chloride}{^{\beta}CH3-^{\alpha}CH2Cl}}+ KOH}}\ '{\ce {-> {\underset {Ethylene}{CH2=CH2}}+ {KCl}+ H2O}}\\{\ce {{\underset.

{\displaystyle {\ce {{\underset {propane \atop (fuel)}{C3H8}}+{\underset {oxygen}{5O2}}->{\underset {carbon\ dioxide}{3CO2}}+{\underset {water}{4H2O}}}}} If.

{\displaystyle {\underset {P}{\neg }}} and conjunction ∧ P {\displaystyle {\underset {P}{\wedge }}} and disjunction ∨ P {\displaystyle {\underset {P}{\vee }}}.

p-norm: a r g m i n β ∑ i = 1 n | y i − f i ( β ) | p , {\displaystyle {\underset {\boldsymbol {\beta }}{\operatorname {arg\,min} }}\sum _{i=1}^{n}{\big.

{H-{\overset {\displaystyle H \atop |}{\underset {| \atop \displaystyle H}{C}}}-{\overset {\displaystyle H \atop |}{\underset {| \atop \displaystyle H}{C}}}-{\overset.

= a r g m a x θ ∈ Θ L ^ n ( θ ; y ) {\displaystyle {\hat {\theta }}={\underset {\theta \in \Theta }{\operatorname {arg\;max} }}\,{\widehat {L}}_{n}(\theta.

{\displaystyle \operatorname {argmax} _{S}f:={\underset {x\in S}{\operatorname {arg\,max} }}\,f(x):=\{x\in S~:~f(s)\leq f(x){\text{.

_{x\searrow a}\,f(x)} or lim x → > a f ( x ) {\displaystyle \lim _{x{\underset {>}{\to }}a}f(x)} The limit as x increases in value approaching a (x approaches.

{\textstyle }{\underset {\textstyle }{-\!\!\!-\!\!\!-\!\!\!\rightharpoonup \!\!\!}}}\;\ J\qquad {\text{and}}\qquad S_{f}\;{\overset {\textstyle }{\underset {\textstyle.

( ω 1 , … , ω M ) {\displaystyle x_{1}(n_{1},\ldots ,n_{M}){\overset {\underset {\mathrm {FT} }{}}{\longleftrightarrow }}X_{1}(\omega _{1},\ldots ,\omega.

{\displaystyle hA={\underset {h}{\underbrace {A+\cdots +A} }}\,.

{\displaystyle {\mathsf {R'{-}\!\!\!\!{\overset {\displaystyle H \atop \vert }{\underset {\vert \atop \displaystyle \ \ R''}{C}}}\!\!\!\!{-}O{-}R+{\color {Gray}{R'''{-}Li}}\.

random variable Z = argmax s ∈ R   ( W ( s ) − s 2 ) , {\displaystyle Z={\underset {s\in \mathbf {R} }{\operatorname {argmax} }}\ (W(s)-s^{2}),} where W is.

arg ⁡ min F E x , y [ L ( y , F ( x ) ) ] {\displaystyle {\hat {F}}={\underset {F}{\arg \min }}\,\mathbb {E} _{x,y}[L(y,F(x))]} .

{\ce {H}} \atop |}{\underset {| \atop \displaystyle {\ce {H}}}{\ce {C}}}}{-}{\overset {\displaystyle {\ce {H}} \atop |}{\underset {| \atop \displaystyle.

{\displaystyle {\ce {{\underset {ferrous\ hydroxide}{3Fe(OH)2}}->{\underset {magnetite}{Fe3O4}}+{\underset {hydrogen}{H2}}+{\underset {water}{2H2O}}}}} It.

{\displaystyle {\overset {<}{\underset {>}{=}}}} , and incomparability by the symbol = > < {\displaystyle {\cancel {\overset {<}{\underset {>}{=}}}}\!} .