Gemini API配额显示不可用怎么办? - 知乎
Sep 27, 2025 · 2. 结算账号问题 (Google Cloud 项目) 如果你是在 Google Cloud Platform (GCP) 的 Vertex AI 上使用 Gemini，或者是通过 Google AI Studio 使用但关联了 GCP 项目： 未关联结算账 …
Trees with Equal Total Domination and Game Total Domination Numbers
In this paper, we continue the study of the total domination game in graphs introduced in [Graphs Combin. 31(5) (2015), 1453--1462], where the players Dominator and Staller alternately select vertices of $G$. Each vertex chosen must strictly increase...
如何评价Google在9月26日更新的Gemini 2.5 Flash/Flash-Lite模型？
今天，我们在 Google AI Studio 和 Vertex AI 上发布了更新版本的 Gemini 2.5 Flash 和 2.5 Flash-… 显示全部
如何看待 Anthropic 发布的 Claude 4 Opus/Sonnet？对行业有什么影响？
多平台可用：Anthropic API、亚马逊 Bedrock、谷歌云 Vertex AI 均已上线。 Claude 4 Opus：最强编程模型 「我们已经有一段时间没有 Opus 模型了，」Dario 在发布会上提醒道，「Opus 是我们能力最 …
如何评价谷歌？ - 知乎
为什么谷歌是世界上最伟大的公司 算算谷歌爹送了我多少钱： 先说实打实的， 1.vertex ai 的300刀赠金（gcp） 2.两个账号的GeminiPro（中国大学的邮箱居然也他妈的可以领，这就是我谷歌爹的格局）， …
Gemini API配额显示不可用怎么办? - 知乎
Sep 27, 2025 · 2. 结算账号问题 (Google Cloud 项目) 如果你是在 Google Cloud Platform (GCP) 的 Vertex AI 上使用 Gemini，或者是通过 Google AI Studio 使用但关联了 GCP 项目： 未关联结算账 …
Proof of the middle levels conjecture
Define the middle layer graph as the graph whose vertex set consists of all bitstrings of length $2n+1$ that have exactly $n$ or $n+1$ entries equal to 1, with an edge between any two vertices for which the corresponding bitstrings differ in exactly...
On extremal results of multiplicative Zagreb indices of trees with given distance $k$-domi…
The first multiplicative Zagreb index $Π_1$ of a graph $G$ is the product of the square of every vertex degree, while the second multiplicative Zagreb index $Π_2$ is the product of the products of degrees of pairs of adjacent vertices. In this pape...
They're killing Gemini 3 Pro but 3.1 can't stay up for a full day
I run Gemini Pro in production through AI Studio and Vertex. Gemini 3 Pro was somehow stable. Now Google wants everyone off it. The issue is that 3.1 Pro goes down regularly. Bursts of 503s, sometim...
Google confirms Gemini 3 Pro is shutting down March 9 - PiunikaWeb
3 days ago · Gemini 3 Pro shutdown is set for March 9 on AI Studio, with Vertex AI users possibly getting until March 23. Google says Gemini 3.1 Pro Preview is the way forward
The extended irregular domination problem
In this paper we introduce a new domination problem strongly related to the following one recently proposed by Broe, Chartrand and Zhang. One says that a vertex $v$ of a graph $Γ$ labeled with an integer $\ell$ dominates the vertices of $Γ$ having...
AbiramiSukumaran/adk-renovation-agent
Multiagent system (for kitchen renovation) using Vertex AI ADK and Gemini 2.5 (⭐ 13)
Existence of Gradings on Associative Algebras
In this paper we study the existence of gradings on finite dimensional associative algebras. We prove that a connected algebra $A$ does not have a non-trivial grading if and only if $A$ is basic, its quiver has one vertex, and its group of outer auto...
Voter model under stochastic resetting
The voter model is a toy model of consensus formation based on nearest-neighbor interactions. A voter sits at each vertex in a hypercubic lattice (of dimension $d$) and is in one of two possible opinion states. The opinion state of each voter flips r...
Expander graph - Wikipedia
notions of expanders: edge expanders, vertex expanders, and spectral expanders, as defined below. A disconnected graph is not an expander, since the boundary
Vertex Percolation on Expander Graphs
We say that a graph $G=(V,E)$ on $n$ vertices is a $β$-expander for some constant $β>0$ if every $U\subseteq V$ of cardinality $|U|\leq \frac{n}{2}$ satisfies $|N_G(U)|\geq β|U|$ where $N_G(U)$ denotes the neighborhood of $U$. In this work we ex...
The maximum number of maximum dissociation sets in potted graphs
A potted graph is a unicyclic graph such that its cycle contains a unique vertex with degree larger than 2. Given a graph $G$, a subset of $V(G)$ is a dissociation set of $G$ if it induces a subgraph with maximum degree at most one. A maximum dissoci...
The maximum number of maximum dissociation sets in trees
A subset of vertices is a {\it maximum independent set} if no two of the vertices are adjacent and the subset has maximum cardinality. A subset of vertices is called a {\it maximum dissociation set} if it induces a subgraph with vertex degree at most...
The Extremal Function and Colin de Verdière Graph Parameter
We study the maximum number of edges in an $n$ vertex graph with Colin de Verdière parameter no more than $t$. We conjecture that for every integer $t$, if $G$ is a graph with at least $t$ vertices and Colin de Verdière parameter at most $t$, then...
Metastability of the contact process on slowly evolving scale-free networks
We investigate the contact process on scale-free networks evolving by a stationary dynamics whereby each vertex independently updates its connections with a rate depending on its power. This rate can be slowed down or speeded up by virtue of decreasi...