圈量子引力论是物理学的未来。
这种方案最典型的就是圈量子引力。
Loop quantum gravity is just a set of imaginations, not a theory yet.
另外一个有点看头的“圈量子引力”，也还是乱糟糟。
Other potential avenues, such as loop quantum gravity, are also proving untidy.
他的计算结果是根据超高能量和量子引力物理学的假设。
His calculations relied on assumptions about the physics of ultra-high energies and quantum gravity.
广义相对论；量子引力；弦论和M -理论。
General Relativity; Quantum Gravity; String Theory and M-Theory.
在此基础上的量子引力改变了物理学的认识论基础。
On such bases, quantum gravity changes the epistemological basis of physics.
融合两者，我们创造出了量子引力理论，它是当代物理学的核心。
Reconciling the two, creating a theory of quantum gravity, is the holy grail of modern physics.
这个问题只有在完全量子引力理论中才可能真正的解决。
In all likelihood, this question can only be addressed in the context of quantum theory of gravity.
这套理论似乎与量子引力的计算机模拟结果也吻合良好。
It also seems to match with computer simulations of quantum gravity.
在以下几章我们将描述黑洞和大爆炸的量子引力论效应。
The consequences that these would have for black holes and the big bang will be described in later chapters.
这个证明也为寻求物理学的圣杯——量子引力论——提供了重要的指导。
The confirmation also provides important guidance to those seeking the holy grail of physics - a quantum theory that includes gravity.
量子引力的其它理论，包括弦论和圈量子引力，对新人来说都更难以涉足其中。
Other theories of quantum gravity, including string theory and loop quantum gravity, are far more difficult for newcomers to embrace.
现代物理学最关心的问题之一就是将这两个理论用量子引力统一起来。
One of the great concerns of modern physics is to marry these two concepts into a single theory of quantum gravity.
但阿贝·阿西提卡团队的进一步计算表明量子引力不允许奇点的存在。
But complex calculations by Ashtekar's team show that singularities are not allowed by quantum gravity.
霍根赞同说，一旦全息原理得到验证，它将排除那些不包含全息原理的量子引力方法。
Hogan agrees that if the holographic principle is confirmed, it rules out all approaches to quantum gravity that do not incorporate the holographic principle.
量子引力理论指出时空结构具有一个由一维量子线编织成的“原子”几何图。
Quantum-gravity theory indicates that the fabric of space-time has an "atomic" geometry that is woven with one-dimensional quantum threads.
本文对量子引力理论和量子宇宙学作了简单述评，讨论了两者之间的逻辑关系。
Quantum gravity theory and quantum cosmology are simply reviewed and their logical relations are discussed.
黑洞作为量子引力和宇宙学一个研究的热点，它是联系广义相对论与量子力学的纽带。
Black hole, as a hot topic in quantum gravity and quantum cosmology, is recognized as a bridge that connects quantum mechanics and general relativity.
目前研究量子引力最常用的方法是超弦理论，研究人员希望它能描述宇宙在最基本层面上的活动。
Today the most popular approach to quantum gravity is string theory, which researchers hope could describe happenings in the universe at the most fundamental level.
基本统一论由量子引力理论、量子弱力理论、量子电磁理论、量子强力理论和超统一理论组成。
The basic unified theory comprises of quantum gravity, quantum weak force, quantum electromagnetic force, quantum strong force and the super-unified theory.
波究瓦德发现他必须创建一个新的数学模式来使用循环量子引力理论，以便更加精确地探究大弹跳之前的宇宙。
Bojowald found he had to create a new mathematical model to use with the theory of Loop Quantum Gravity in order to explore the universe before the Big Bounce with more precision.
结合相对论和量子理论，提出一种量子引力的理论，它的动机之一是出于美学上的对统一各种自然作用力的渴望。
Part of the motivation behind the quest to marry relativity and quantum theory - to produce a theory of quantum gravity - is an aesthetic desire to unite all the forces of nature.
然而即使在缺乏成熟的量子引力理论时，我们也可以讨论一些基本问题，比如黑洞可观测参量的量子谱。
Nonetheless there are still some fundament issues that can be investigated even the absence of the full-developed quantum theory, say, what is the quantum spectrum of the black hole.
但是尝试用量子引力子解决两个物体之间的万有引力，你很快会遇到困难——每种计算的答案都是无穷大量。
Try and work out the gravitational force between two objects in terms of a quantum graviton, however, and you quickly run into trouble-the answer to every calculation is infinity.
公平的说，M理论的确在大统一理论方面作出了重要的进步，那就是它没有早期量子引力论中灾难性的无穷量。
To be fair, however, m theory does take one important step toward unification by removing the infinities that plagued earlier theories of quantum gravity.
量子引力时空理论的横断语境分析，显示了量子引力理论提出的现实语境和对其进行求解的语境选择所具有的重要意义。
A diatropic contextual analysis indicates the actual contexts in which quantum gravity theory is proposed and the importance of explanatory contextual choices.
还将这种方法与缠结理论做了比较；要描述圈量子引力的动力学过程，需要新的模型，自旋接网圈的因果演化模型就是其中的一种。
A new model such as the causal evolution model of spin networks is needed to describe a dynamics process of loop quantum gravity.
还将这种方法与缠结理论做了比较；要描述圈量子引力的动力学过程，需要新的模型，自旋接网圈的因果演化模型就是其中的一种。
A new model such as the causal evolution model of spin networks is needed to describe a dynamics process of loop quantum gravity.
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