Перевод и анализ слов искусственным интеллектом ChatGPT
На этой странице Вы можете получить подробный анализ слова или словосочетания, произведенный с помощью лучшей на сегодняшний день технологии искусственного интеллекта:
как употребляется слово
частота употребления
используется оно чаще в устной или письменной речи
варианты перевода слова
примеры употребления (несколько фраз с переводом)
этимология
Перевод текста с помощью искусственного интеллекта
Введите любой текст. Перевод будет выполнен технологией искусственного интеллекта.
Спряжение глаголов с помощью искусственного интеллекта ChatGPT
Введите глагол на любом языке. Система выдаст таблицу спряжения глагола во всех возможных временах.
Запрос в свободной форме к искусственному интеллекту ChatGPT
Введите любой вопрос в свободной форме на любом языке.
Можно вводить развёрнутые запросы из нескольких предложений. Например:
Дай максимально полную информацию об истории приручения домашних кошек. Как получилось, что люди стали приручать кошек в Испании? Какие известные исторические личности из истории Испании известны как владельцы домашних кошек? Роль кошек в современном обществе Испании.
HUNGARIAN-AMERICAN MATHEMATICIAN AND POLYMATH (1903–1957)
John Von Neumann; Jon von Neumann; Neumann, John von; Johann von Neumann; Johnny von Neumann; János Neumann; Neumann János; Von Neuman; John v. Neumann; J. von Neumann; Dr. John Von Neumann; John von neumann; John von Neuman; Janos Lajos Neumann; János Lajos Neumann; John von neuman; Margittai Neumann János Lajos; Janos Neumann; Neumann Janos; Jon Von Neumann; Margittai Neumann Janos Lajos; Johann Von Neumann; János von Neumann; Jon van Newman; Neumann János Lajos
<person> /jon von noy'mahn/ Born 1903-12-28, died 1957-02-08.
A Hungarian-born mathematician who did pioneering work in
quantum physics, game theory, and computer science. He
contributed to the USA's Manhattan Project that built the
first atomic bomb.
vonNeumann was invited to Princeton University in 1930, and
was a mathematics professor at the {Institute for Advanced
Studies} from its formation in 1933 until his death.
From 1936 to 1938 Alan Turing was a visitor at the Institute
and completed a Ph.D. dissertation under von Neumann's
supervision. This visit occurred shortly after Turing's
publication of his 1934 paper "On Computable Numbers with an
Application to the Entscheidungs-problem" which involved the
concepts of logical design and the universal machine. vonNeumann must have known of Turing's ideas but it is not clear
whether he applied them to the design of the IAS Machine ten
years later.
While serving on the BRL Scientific Advisory Committee, vonNeumann joined the developers of ENIAC and made some
critical contributions. In 1947, while working on the design
for the successor machine, EDVAC, vonNeumann realized that
ENIAC's lack of a centralized control unit could be overcome
to obtain a rudimentary stored program computer. He also
proposed the fetch-execute cycle. His ideas led to what is
now often called the von Neumann architecture.
von Neumannmbsclass/is2000/hall_of_fame/vonneuma.htm">http://sis.pitt.edu/John von Neumannmbsclass/is2000/hall_of_fame/vonneuma.htm.
von Neumannhistory/VonNeumann.html">http://ei.cs.vt.edu/John von Neumannhistory/VonNeumann.html.
von Neumannmike/comphist/54nord/">http://ftp.arl.mil/John von Neumannmike/comphist/54nord/.
(2004-01-14)
vonNeumann architecture
COMPUTER ARCHITECTURE
Von Neumann bottleneck; Von Neumann computer; Von Neumann model; Princeton architecture; Von neumann architecture; Von Neumann Model; Stored program concept; Stored-program architecture; Von Neumann style; Non-Von Neumann architecture; Von Neumann computer architecture; Von Neumann Architecture; Non-von Neumann architecture; Neumann architecture; Van Neumann architecture; Von Neuman architecture; Van Neuman architecture
<architecture, computability> A computer architecture
conceived by mathematician John von Neumann, which forms the
core of nearly every computer system in use today (regardless
of size). In contrast to a Turing machine, a vonNeumann
machine has a random-access memory (RAM) which means that
each successive operation can read or write any memory
location, independent of the location accessed by the previous
operation.
A vonNeumann machine also has a central processing unit
(CPU) with one or more registers that hold data that are
being operated on. The CPU has a set of built-in operations
(its instruction set) that is far richer than with the
Turing machine, e.g. adding two binaryintegers, or
branching to another part of a program if the binary integer
in some register is equal to zero (conditional branch).
The CPU can interpret the contents of memory either as
instructions or as data according to the {fetch-execute
cycle}.
VonNeumann considered parallel computers but recognized the
problems of construction and hence settled for a sequential
system. For this reason, parallel computers are sometimes
referred to as non-vonNeumann architectures.
A vonNeumann machine can compute the same class of functions
as a universal Turing machine.
[Reference? Was von Neumann's design, unlike Turing's,
originally intended for physical implementation?]
von Neumann architecturetevans/VonNeuma.htm">http://salem.mass.edu/von Neumann architecturetevans/VonNeuma.htm.
(2003-05-16)
VonNeumann architecture
COMPUTER ARCHITECTURE
Von Neumann bottleneck; Von Neumann computer; Von Neumann model; Princeton architecture; Von neumann architecture; Von Neumann Model; Stored program concept; Stored-program architecture; Von Neumann style; Non-Von Neumann architecture; Von Neumann computer architecture; Von Neumann Architecture; Non-von Neumann architecture; Neumann architecture; Van Neumann architecture; Von Neuman architecture; Van Neuman architecture
The vonNeumann architecture — also known as the vonNeumann model or Princeton architecture — is a computer architecture based on a 1945 description by John vonNeumann, and by others, in the First Draft of a Report on the EDVAC. The document describes a design architecture for an electronic digital computer with these components:
VON NEUMANN ALGEBRA IN WHICH EVERY ISOMETRY IS UNITARY
Finite dimensional von neumann algebra; Finite dimensional von Neumann algebra; Finite-dimensional von Neumann algebra
In mathematics, a finite vonNeumann algebra is a vonNeumann algebra in which every isometry is a unitary. In other words, for an operator V in a finite vonNeumann algebra if V^*V = I, then VV^* = I.
Von Neumann neighbourhood; Von Neumann neighbohood; Von Neumann neighbor
In cellular automata, the vonNeumann neighborhood (or 4-neighborhood) is classically defined on a two-dimensional square lattice and is composed of a central cell and its four adjacent cells.. The neighborhood is named after John vonNeumann, who used it to define the vonNeumann cellular automaton and the vonNeumann universal constructor within it..
Monica Ford; Baroness Monica von Neumann; Monica Freifrau von Neumann; Monica Neumann; Monica von Neumann von Héthárs; Monica Neumann von Héthárs
Monica Ann Neumannvon Héthárs, also known as Baroness Monica vonNeumann,Monica vonNeumann is often incorrectly referred to in the press as a baroness. While she was a member of the Austrian nobility through her marriage, her husband held the rank of Ritter (similar to a baronet or hereditary knight) and not the rank of Freiherr (baron).
INTERPRETATION OF QUANTUM MECHANICS IN WHICH CONSCIOUSNESS IS POSTULATED TO BE NECESSARY FOR THE COMPLETION OF THE PROCESS OF QUANTUM MEASUREMENT
Consciousness causes collapse; Von Neumann-Wigner interpretation; Von Neumann chain
The vonNeumann–Wigner interpretation, also described as "consciousness causes collapse", is an interpretation of quantum mechanics in which consciousness is postulated to be necessary for the completion of the process of quantum measurement.
In mathematics and in theoretical physics, the Stone–vonNeumann theorem refers to any one of a number of different formulations of the uniqueness of the canonical commutation relations between position and momentum operators. It is named after Marshall Stone and John vonNeumann.