bounded region वाक्य
उदाहरण वाक्य
मोबाइल
- This effect originates from the ignorance of interdependences that occur outside the bounded region.
- However, any bounded region, no matter how large, will be repeated an infinite number of times within the tiling.
- In the upper-left corner we see a shape; that is, a bounded region with a well-behaved boundary.
- The Hilbert space formulation of boundary value problems for the Laplacian on a bounded region in the plane proceeds from the following data:
- All of the bounded regions surrounded by toothpicks in the pattern, but not themselves crossed by toothpicks, must be squares or rectangles.
- If none of these patterns is present at t = 0, then in any bounded region the pattern eventually settles down to all zeros.
- The surface of a sphere may be divided by line segments into bounded regions, to form a "'spherical polyhedron " '.
- A word structured as a " count " half and a " pointer " half facilitates the use of bounded regions of memory, notably stacks.
- If a Poisson point process is defined on some underlying space, then the number of points in a bounded region of this space will be a Poisson random variable.
- In this way, Schaeffer's system can be used to apply any function to any bounded region of the state space, showing that this automaton rule is physically universal.
- Furthermore, \ textstyle \ Lambda ( B ) has the interpretation of being the expected number of points of the Poisson process located in the bounded region \ textstyle B, namely
- The Radon measure \ textstyle \ Lambda maintains its previous interpretation of being the expected number of points of \ textstyle { N } located in the bounded region \ textstyle B, namely
- Sonoluminescence in this respect is what is physically termed a bounded phenomenon meaning that the sonoluminescence exists in a bounded region of parameter space for the bubble; a coupled magnetic field being one such parameter.
- For a Poisson process in the plane, this implies that the probability of having " n " points or nodes in a bounded region "'B "'is given by
- Typical problems about an arrangement in " n "-dimensional real space is to say how many regions there are, or how many faces of dimension 4, or how many bounded regions.
- Theodor Estermann ( 1902 1991 ) proved in his book " Complex Numbers and Functions " the following statement : Let K \ subset G be a bounded region with continuous boundary \ partial K.
- Here A is the area of the region bounded by a closed Jordan curve of length ( perimeter ) L in the plane, R is the circumradius of the bounded region, and r is its inradius.
- In a chaotic recurrence relation, the variable " x " stays in a bounded region but never converges to a fixed point or an attracting cycle; any fixed points or cycles of the equation are unstable.
- One easy consequence of the theorem stated above is that if there are no " refractory " cells initially then the pattern will die out in any bounded region ( whether the total grid is finite or infinite in extent ).
- Because S _ { x _ 0 } is a bounded region, the maximum modulus principle is applicable and implies that | gh _ \ epsilon | \ leq 1 for all z \ in S _ { x _ 0 }.
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