concept

extra time dimensions

Extra time dimensions are additional temporal coordinates beyond the standard one, sometimes proposed in theoretical physics to model phenomena like quantum entanglement geometrically.
14 related articles · 1 formulas

Description

Extra time dimensions are hypothetical additional temporal coordinates beyond the single, familiar dimension of time. In standard physics, time is a one-dimensional parameter that orders events along a line from past to future. Some theoretical models, however, propose that time might have more than one dimension, forming a higher-dimensional temporal space. These ideas often emerge from attempts to unify quantum mechanics with general relativity, or to explain puzzling quantum phenomena like entanglement geometrically.

How it works

In such models, events are not just points on a line but occupy positions in a multi-dimensional temporal space. The extra time dimensions could be compactified (curled up at tiny scales) or large but hidden, affecting how quantum systems evolve. For example, entanglement between particles might be visualized as a geometric connection through an extra time dimension, rather than a non-local correlation. The presence of extra time dimensions would alter the equations of motion, potentially allowing for closed timelike curves or modifying the behavior of quantum correlations.

In practice

Primarily a theoretical tool, extra time dimensions are explored in quantum gravity research and in models of quantum information, where they offer a geometric language for describing entanglement and temporal correlations.

Fun fact

Some speculative models suggest that extra time dimensions could allow particles to 'travel' between different temporal paths, effectively enabling quantum superposition of histories.

Concept graph →

Formulas

$$d = 2n$$
Dimension of hyperbolic space from group generators.
What is in the formula
dvariableDimension of hyperbolic space — dimension
nvariableNumber of group generators — number of generators
d=2r · 2607.00337

Related articles · 14

Disordered Systems2026-08-051 minarXiv:2608.04762express
Three Fates of Quantum Echo
The quantum world does not forgive forgetfulness. Throw a stone into a pond — the ripples spread and vanish, the information about the impact dissipates without a trace. In quantum mechanics, everything is different: the evolution of a system is reversible, and the past is never completely erased.
Optics2026-08-012 minarXiv:2608.00618express
An Event Takes Shape
In the familiar picture of the world, an event is a point on the map of spacetime: 'here and now,' with no size or internal structure.
General Relativity2026-07-281 minarXiv:2607.25311express
How Black Holes Ring After a Strike
A stone falls into still water — ripples spread across the surface. A black hole behaves similarly when something falls into it or when it merges with another black hole. The hole begins to oscillate, and these oscillations propagate through space as gravitational waves.
HEP Theory2026-07-241 minarXiv:2607.22442express
Micron-Scale Worlds Hidden from View
Gravity is a remarkably weak force. A small magnet holds a paperclip against the pull of an entire planet. Physicists have long sought the reason for this weakness, and one guess leads us into hidden dimensions. Perhaps gravity 'leaks' into them, losing strength in our three-dimensional world.
HEP Theory2026-06-182 minarXiv:2606.20486express
A Micron-Sized Universe Next to Ours
In the first instants after birth, the universe might have been multidimensional, like a sheet of paper that suddenly gained thickness. This "thickness"—the extra dimensions — began to inflate rapidly. Such superfast growth is called inflation.
Quantum Entanglement as Geometry: Extra Time Instead of Instantaneous Communication
Two particles separated by kilometers change their states in concert, as if there were no distance between them. This is called quantum entanglement, and since its discovery it has baffled physicists: no known carrier can travel faster than light, yet correlations appear instantaneously.
Quantum Physics2026-05-292 minarXiv:2605.31442express
Quantum Roulette with a Winning Ticket
Imagine a library where instead of books, you have every conceivable combination of a few dozen quantum particles. The number of combinations grows like a snowball: add one particle, and the volume doubles. For fifty particles, there are more shelves than atoms in the visible universe.
Quantum Physics2026-05-053 minarXiv:2605.03807express
Almost Orthogonal Worlds
Toss a dozen coins on a table. The number of heads-and-tails combinations is just over a thousand. For two dozen coins, it's already a million. The number grows as 2 to the power of the number of coins, and that's fast. But quantum systems are far richer. Each particle here is not a coin with two sides but an arrow that can point in any direction.
Statistical Mech2026-04-251 minarXiv:2604.23346express
Measurement changes the rules of the game
Tiny magnets on a lattice, the classic Ising model, are usually described by how neighbors influence each other. But what happens when the system is closely watched? Each measurement of a coupling energy is like a gaze that forces the magnets to 'decide' their state.
Quantum Physics2026-01-122 minarXiv:2601.07678express
Photons Entangled in Time
A light pulse can be sliced into short time bins, like a train into carriages. If two photons are born together and their carriages are tightly linked, the arrival of one in a specific bin guarantees that the other arrives in the paired bin, this connection is called time-bin entanglement.
Quantum Physics2026-01-031 minarXiv:2601.02413express
The Minimum Length and the Surprises of Quantum Physics
Spacetime at ultra-short distances resembles a digital screen: it's not smooth but made of tiny 'pixels.' This minimum length was calculated by Max Planck, and Heisenberg's uncertainty principle explains why the world cannot be continuous: precise measurement always…
Quantum Physics2025-11-181 minarXiv:2511.14547express
Temperature Changes the Number of Dimensions in Quantum Systems
Usually, we think of the number of dimensions as fixed: length, width, height. But in the quantum world, even that can be changeable. A new theory describes systems where dimension isn't a constant but a quantum property, capable of being different simultaneously. A balloon is flat when cold, round when warm.
A Telegraph Through a Hidden Tunnel in Time
Two couriers leave the same city in opposite directions. An hour later, each opens an envelope: one contains a slip marked “plus,” the other “minus.” How did they know who would get which?