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Stars vs. Canucks prediction: Dallas favored to win Monday's NHL matchup [3/2/2026]
Updated: | First published:
Written by Jason Bevilacqua, Head of Content and Communities
Get Dallas Stars vs Vancouver Canucks predictions for NHL Monday.
The Vancouver Canucks will take on the favored Dallas Stars in NHL action at Rogers Arena on Monday, commencing at 10:00 PM ET.
Based on the latest simulation results, Dimers' advanced NHL model predicts the Stars as the most likely winner of the Stars vs. Canucks game.
This article offers an expanded analysis of Monday's matchup, including projected goal scorers, best bets and player prop picks.
Stars vs. Canucks prediction: Who will win and cover?
Using trusted machine learning and statistical analysis, we have simulated the result of Monday's NHL game between the Stars and Canucks 10,000 times as part of our NHL predictions coverage.
Our leading predictive model currently gives the Stars a 63% chance of defeating the Canucks.
According to our model, the Canucks (+1.5) have a 60% chance of covering the puck line, while the over/under total of 5.5 goals has a 54% chance of going over.
Stars vs. Canucks odds
We have researched the best NHL odds in America for this game, which are listed here:
| Bet Type | Stars | Canucks |
|---|---|---|
| Puck Line | -1.5 (+136) | +1.5 (-140) |
| Moneyline | -205 | +170 |
| Total | o5.5 (-130) | u5.5 (+110) |
All odds are correct at the time of publication and are subject to change.
Stars vs. Canucks picks and best bet
After matching our predictions against the best available odds, we can reveal our picks for each of the major markets. Plus, find our best bet for the game below:
| Bet Type | Pick | Bet Now |
|---|---|---|
| Puck Line | Canucks +1.5 | -140 |
| Moneyline | Canucks | +170 |
| Total | Under 5.5 | +110 |
According to our NHL best bets, the top play to make on this game is Canucks +1.5 at the spread.
These picks are based on our probabilities matched against the implied probabilities from the sportsbook odds.
Stars vs. Canucks player props
Who will score a goal in Stars vs. Canucks?
According to our model, Jason Robertson is most likely to score an anytime goal in Stars vs. Canucks.
Our projections give Robertson a 46.4% chance of scoring a goal at Rogers Arena, while the star is a 10.4% chance of netting the first goal the game.
Anytime goal scorer predictions
Dallas Stars
| Player | Anytime Goal Probability |
|---|---|
| Jason Robertson | 46.4% |
| Wyatt Johnston | 45.7% |
| Matt Duchene | 34.5% |
| Mavrik Bourque | 28.4% |
| Jamie Benn | 19.7% |
Vancouver Canucks
| Player | Anytime Goal Probability |
|---|---|
| Brock Boeser | 31.8% |
| Jake DeBrusk | 28.7% |
| Marco Rossi | 25.1% |
| Evander Kane | 24.6% |
| Drew O'Connor | 17.2% |
First goal scorer predictions
Dallas Stars
| Player | First Goal Probability |
|---|---|
| Jason Robertson | 10.4% |
| Wyatt Johnston | 10.4% |
| Matt Duchene | 7.2% |
| Mavrik Bourque | 5.5% |
| Jamie Benn | 3.5% |
Vancouver Canucks
| Player | First Goal Probability |
|---|---|
| Brock Boeser | 6.9% |
| Jake DeBrusk | 5.1% |
| Marco Rossi | 4.6% |
| Evander Kane | 4.6% |
| Teddy Blueger | 3.3% |
Stars vs. Canucks game-day updates and essential details
Monday's action between the Canucks and Stars at Rogers Arena is scheduled to start at 10:00 PM ET.
- Who: Dallas Stars vs. Vancouver Canucks
- Date: Monday, March 2, 2026
- Time: 10:00 PM ET/7:00PM PT
- Venue: Rogers Arena
Conclusion
We predict the Stars, with a 63% win probability, will likely beat the Canucks on Monday.
AI and automation have enhanced this article to quickly deliver accurate Stars vs. Canucks insights, with human oversight ensuring high editorial quality. Our predictions are based on up-to-date data to help you make informed decisions. For additional resources and advice on responsible gambling, please call 1-800-GAMBLER.
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Jason Bevilacqua, an expert in MLB, NHL, NBA, MLS, and NFL, delivers game previews, best bets, and props. Since 2020, as Head of Social and Community at Dimers, he has contributed insightful articles utilizing data-driven models and simulations.
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