![A table of the integral [psi] (x, t)=[1 over 2 times the square root of pi t times the integral from minus infinity to infinity of (e to the minus (x-y)² over 4t divided by 1+y²) dy] / [Leather Bound]](https://m.media-amazon.com/images/I/31gqE8kgIYL._SL500_.jpg)
A table of the integral [psi] (x, t)=[1 over 2 times the square root of pi t times the integral from minus infinity to infinity of (e to the minus (x-y)² over 4t divided by 1+y²) dy] / [Leather Bound]
A leather-bound mathematical reference devoted to a table for the integral ψ(x,t). Attributed to Milton E. Rose, this specialized volume presents a focused resource for readers exploring integral formulas, mathematical analysis, and related expressions involving x and t.
About This Book
This leather-bound volume presents a table associated with the integral ψ(x,t), as identified in its title.
The work focuses on a mathematical expression involving an integral over the real line and the variables x and t.
Attributed to Milton E. Rose, it is suited to readers seeking a specialized mathematical reference.
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