Intereting Posts

Poisson Integral is equal to 1
Applications of the wreath product?
Selection problem: how to solve?
Differentiable function has measurable derivative?
Do finite products commute with colimits in the category of spaces?
Trick to solve this limit $\lim_{x \to\infty} \sqrt{x^2+3x}-x$
do all uncountable sets have same cardinality as real numbers?
Extending Homomorphism into Algebraically Closed Field
Proving Riemann Integrability of a function with countably many discontinuities? (No measure theory)
What can you say about a continuous function that is zero at all integer values?
How to do +, -, *, / with number in a base b?
contour integration of logarithm
In how many ways a train can stop at $K$ of $N$ intermediate stations without stopping in any consecutive stations
Computing $\int_C \frac{8e^{iz}}{ z^2+i} dz,$ where $C = \{z \in \mathbb{C} : |z| = 3\}$.
A function that is neither O(n) nor Ω(n).

I was wondering if someone could recommend good books on stochastic processes

- with measure theory treatment
- with not much or no measure theory

treatment

for each, it would be nice to have some books for introductory level, mid-level to comprehensive level respectively. They can be either classical or recently published, either continuous, discrete or both.

Thanks in advance!

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- Best books on A Second Course in Linear Algebra
- Manipulating exponents of prime factorizations
- Schur-Weyl Duality ( Classical ) and the Double Commutant reference request
- Examples of mathematical discoveries which were kept as a secret

- Anyone has a good recommendation of a free pdf book on group theory?
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- An overview of analysis
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- Good book for mathematical modeling
- Expectation (and concentration?) for $\min(X, n-X)$ when $X$ is a Binomial
- Hypervolume of expanded $n$-simplex
- Beginning of Romance
- Could you recommend some classic textbooks on ordinary/partial differential equation?

Some good books include:

*Stochastic Processes*by Sheldon Ross (no measure theory)*Introduction to Probability Models*by Sheldon Ross (no measure theory)*Stochastic Processes*by J.L.Doob (measure theory)

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- Existence of smooth function $f(x)$ satisfying partial summation
- $\sup (A+B) = \sup A + \sup B$
- Finding a primitive root modulo $11^2$