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Jun 18, 2023

#Math

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\And$\And$Cinta-HW 1
\Leftrightarrow$\Leftrightarrow$Discrete Math
\Rightarrow$\Rightarrow$Discrete Math
\because$\because$Cinta-HW 1
\cdots$\cdots$Floating Point Representation
\dbinom$\dbinom{2}{1}$Binomial theorem
\dfrac$\dfrac {a} {b}$Bayes Theorem
\equiv$\equiv$Modular Arithmetic
\forall$\forall$Discrete Math
\in$\in$Euler formula
\leftrightarrow$\leftrightarrow$Discrete Math
\leq$\leq$Floating Point Representation
\lfloor{\lg n}\rfloor$\lfloor{\lg n}\rfloor$Heap Sort
\mathbb{Z}$\mathbb{Z}$Integer Polynomial
\nabla$\nabla$Gradient Vector
\neg$\neg$Discrete Math
\partial$\partial$Partial Derivative
\pm$\pm$Prime
\pmod{C}$\pmod{C}$Modular Arithmetic
\rightarrow$\rightarrow$Discrete Math
\sum_{i=1}^n$\sum_{i=1}^n$Introduction to Floating Point Number
\therefore$\therefore$Cinta-HW 1
\to$\to$Discrete Math
\vee$\vee$Discrete Math
\wedge$\wedge$Discrete Math
\int$\int^{\infty}_{\infty}xf(x)dx$Expectation
\subset$\subset$Subgroups
\cong$\cong$Chinese Remainder Theorem
\infty$\infty$参数估计
\rho$\rho$SQL Join Algorithm
\bowtie$\bowtie$Relational Algebra