Table of Contents
- 1 Can a computer have infinite memory?
- 2 Can data be infinite?
- 3 Do Turing machines need infinite memory?
- 4 Why main memory is constrained?
- 5 Is Redstone Turing complete?
- 6 Is C++ Turing complete?
- 7 Can a cell phone be considered a computer system?
- 8 How can a machine use infinite memory?
- 9 What is the difference between infinty and unbounded memory?
- 10 How many memory cells are used in an infinite number of times?
Can a computer have infinite memory?
Memory size Memory is designed for fast access and typically stores only the data and instructions that are necessary for the currently running programs on a computer. Computer memory isn’t infinite, so there’s a limit to how much data we can input before we overflow the memory. Most computers make it easy to find out.
Can data be infinite?
A prime example for infinite data is provided by the real numbers, most commonly conceived as infinite sequences of digits. Since the reals are fundamental in mathematics, any attempt to compute objects of mathematical interest has to be based on an implementation of real numbers.
Can a computer can remember things?
The chips that make up a computer’s internal memory come in two broad flavors known as RAM (random access memory) and ROM (read-only memory). RAM chips remember things only while a computer is powered on, so they’re used for storing whatever a computer is working on in the very short term.
Do Turing machines need infinite memory?
Originally Answered: A Turing machine has an infinite amount of memory, which is not possible in real life.
Why main memory is constrained?
The memory in the mobile devices is restricted as if memory increases the memory chip can also increase the size. If size increases it is not easy to place in mobile device. If size increases automatically mobile device size increase which users does not like.
What is infinite data in data analytics?
Infinite data sets require data scientists to advance models and test them at a speed comparable to the arrival of new data; and to balance this speed with the accuracy of the decision the models entail.
Is Redstone Turing complete?
Minecraft’s resdstone is not a turing complete machine, and by itself cannot construct a turing complete machine – as explained in the video – but redstone is a turing comple language, as in: it can be used to write programs of arbitrary length that can do all that a turing machine can do with program of arbitrary …
Is C++ Turing complete?
C++ templates are a Turing-complete language [30] , and thus they allow arbitrary computations on types and constants to be performed at compile time.
What is the most powerful computer type?
supercomputers
The most powerful computers are supercomputers.
Can a cell phone be considered a computer system?
Yes, smartphones and tablets are indeed considered computers. Usually, with a smartphone and tablet input is provided using a touch screen interface and the output is seen on a screen. Smartphones and tablets have many similarities to traditional desktop PCs.
How can a machine use infinite memory?
Any machine which always halts on every input is guaranteed to use a finite amount of memory. Only machines that never halt can use infinite memory, and even in their case, at every step they are only using finite memory; only in the limit are they using infinite memory.
Why is the amount of memory in state machines finite?
If the memory is not bounded, the state machine won’t be finite, since the state machine itself contains in itself every potential amount of memory used by the algorithm. The fact that the actual amount of memory is always finite doesn’t mean that the set of possible amounts of memory is finite.
What is the difference between infinty and unbounded memory?
Infinite Memory. The length of the input is unbounded, but always finite. The memory used by the machine is bounded. In contrast, a machine that accepts the non-regular language has unbounded input and also unbounded memory, but its memory usage is still much smaller than the input size, and in particular it only uses a finite amount of memory.
How many memory cells are used in an infinite number of times?
If you consider the entire infinite computation as a whole, then this computation uses infinitely many memory cells; but at each finite time, only finitely many cells are used. Share Cite Improve this answer Follow answered May 14 ’15 at 14:58